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1.6.0-DEV-3bfcb743c2.log
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1.6.0-DEV-3bfcb743c2.log
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Julia Version 1.6.0-DEV.1185
Commit 3bfcb743c2 (2020-10-11 23:29 UTC)
Platform Info:
OS: Linux (x86_64-pc-linux-gnu)
CPU: AMD EPYC 7502 32-Core Processor
WORD_SIZE: 64
LIBM: libopenlibm
LLVM: libLLVM-10.0.1 (ORCJIT, znver2)
Environment:
JULIA_DEPOT_PATH = ::/usr/local/share/julia
JULIA_NUM_THREADS = 2
JULIA_MAX_NUM_PRECOMPILE_FILES = 9223372036854775807
Resolving package versions...
Installed UnPack ─────────────────────── v0.1.0
Installed CompilerSupportLibraries_jll ─ v0.3.3+0
Installed DiffResults ────────────────── v1.0.2
Installed TrustRegionMethods ─────────── v0.3.1
Installed CommonSubexpressions ───────── v0.3.0
Installed MacroTools ─────────────────── v0.5.5
Installed DiffRules ──────────────────── v1.0.1
Installed DocStringExtensions ────────── v0.8.3
Installed NaNMath ────────────────────── v0.3.4
Installed ArgCheck ───────────────────── v2.1.0
Installed OpenSpecFun_jll ────────────── v0.5.3+3
Installed SpecialFunctions ───────────── v0.10.3
Installed ForwardDiff ────────────────── v0.10.12
Installed KrylovKit ──────────────────── v0.4.2
Installed StaticArrays ───────────────── v0.12.4
Updating `~/.julia/environments/v1.6/Project.toml`
[14486370] + TrustRegionMethods v0.3.1
Updating `~/.julia/environments/v1.6/Manifest.toml`
[dce04be8] + ArgCheck v2.1.0
[bbf7d656] + CommonSubexpressions v0.3.0
[e66e0078] + CompilerSupportLibraries_jll v0.3.3+0
[163ba53b] + DiffResults v1.0.2
[b552c78f] + DiffRules v1.0.1
[ffbed154] + DocStringExtensions v0.8.3
[f6369f11] + ForwardDiff v0.10.12
[0b1a1467] + KrylovKit v0.4.2
[1914dd2f] + MacroTools v0.5.5
[77ba4419] + NaNMath v0.3.4
[efe28fd5] + OpenSpecFun_jll v0.5.3+3
[276daf66] + SpecialFunctions v0.10.3
[90137ffa] + StaticArrays v0.12.4
[14486370] + TrustRegionMethods v0.3.1
[3a884ed6] + UnPack v0.1.0
[56f22d72] + Artifacts
[2a0f44e3] + Base64
[ade2ca70] + Dates
[b77e0a4c] + InteractiveUtils
[76f85450] + LibGit2
[8f399da3] + Libdl
[37e2e46d] + LinearAlgebra
[56ddb016] + Logging
[d6f4376e] + Markdown
[44cfe95a] + Pkg
[de0858da] + Printf
[3fa0cd96] + REPL
[9a3f8284] + Random
[ea8e919c] + SHA
[9e88b42a] + Serialization
[6462fe0b] + Sockets
[2f01184e] + SparseArrays
[10745b16] + Statistics
[fa267f1f] + TOML
[8dfed614] + Test
[cf7118a7] + UUIDs
[4ec0a83e] + Unicode
Testing TrustRegionMethods
Status `/tmp/jl_TxNjUX/Project.toml`
[dce04be8] ArgCheck v2.1.0
[163ba53b] DiffResults v1.0.2
[ffbed154] DocStringExtensions v0.8.3
[f6369f11] ForwardDiff v0.10.12
[0b1a1467] KrylovKit v0.4.2
[429524aa] Optim v1.2.0
[14486370] TrustRegionMethods v0.3.1
[3a884ed6] UnPack v0.1.0
[37e2e46d] LinearAlgebra
[56ddb016] Logging
[8dfed614] Test
Status `/tmp/jl_TxNjUX/Manifest.toml`
[dce04be8] ArgCheck v2.1.0
[4fba245c] ArrayInterface v2.13.4
[bbf7d656] CommonSubexpressions v0.3.0
[34da2185] Compat v3.20.0
[e66e0078] CompilerSupportLibraries_jll v0.3.3+0
[9a962f9c] DataAPI v1.3.0
[864edb3b] DataStructures v0.18.7
[163ba53b] DiffResults v1.0.2
[b552c78f] DiffRules v1.0.1
[ffbed154] DocStringExtensions v0.8.3
[1a297f60] FillArrays v0.9.6
[6a86dc24] FiniteDiff v2.7.0
[f6369f11] ForwardDiff v0.10.12
[0b1a1467] KrylovKit v0.4.2
[d3d80556] LineSearches v7.1.0
[1914dd2f] MacroTools v0.5.5
[e1d29d7a] Missings v0.4.4
[d41bc354] NLSolversBase v7.7.1
[77ba4419] NaNMath v0.3.4
[efe28fd5] OpenSpecFun_jll v0.5.3+3
[429524aa] Optim v1.2.0
[bac558e1] OrderedCollections v1.3.1
[d96e819e] Parameters v0.12.1
[85a6dd25] PositiveFactorizations v0.2.3
[ae029012] Requires v1.1.0
[a2af1166] SortingAlgorithms v0.3.1
[276daf66] SpecialFunctions v0.10.3
[90137ffa] StaticArrays v0.12.4
[2913bbd2] StatsBase v0.33.2
[14486370] TrustRegionMethods v0.3.1
[3a884ed6] UnPack v0.1.0
[56f22d72] Artifacts
[2a0f44e3] Base64
[ade2ca70] Dates
[8bb1440f] DelimitedFiles
[8ba89e20] Distributed
[b77e0a4c] InteractiveUtils
[76f85450] LibGit2
[8f399da3] Libdl
[37e2e46d] LinearAlgebra
[56ddb016] Logging
[d6f4376e] Markdown
[a63ad114] Mmap
[44cfe95a] Pkg
[de0858da] Printf
[3fa0cd96] REPL
[9a3f8284] Random
[ea8e919c] SHA
[9e88b42a] Serialization
[1a1011a3] SharedArrays
[6462fe0b] Sockets
[2f01184e] SparseArrays
[10745b16] Statistics
[fa267f1f] TOML
[8dfed614] Test
[cf7118a7] UUIDs
[4ec0a83e] Unicode
Testing Running tests...
Test Summary: | Pass Total
Nonlinear model constructor sanity checks | 6 6
Test Summary: | Pass Total
Cauchy point | 300 300
Test Summary: | Pass Total
dogleg quadratic | 100 100
Test Summary: | Pass Total
eigensolver type stability | 3 3
Test Summary: | Pass Total
trust region solver tests | 600 600
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
Test Summary: | Pass Total
singularities | 3 3
Test Summary: | Pass Total
ForwardDiff wrapper | 5 5
Test Summary: | Pass Total
printing | 3 3
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.0e-12, Δ = 2050.0
x = [-0.253, -0.506, -0.195, 1.34, 1.53, 0.717, -0.576, 1.28, 0.975, -0.98]
r = [-6.34e-14, 4.41e-13, 1.53e-13, 4.21e-13, -2.66e-13, 1.42e-14, 6.97e-13, 1.61e-13, -1.46e-13, 2.75e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.77e-13, Δ = 2050.0
x = [-1.2, 1.28, 0.111, -1.41, 0.574, -0.615, 0.118]
r = [4.71e-14, 4.62e-14, -2.08e-13, 5.95e-14, 1.07e-13, 8.48e-14, 8.17e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.2e-14, Δ = 2050.0
x = [-0.0406, 0.0172, 0.282, 0.191, -0.792, 1.45, -0.51]
r = [3.66e-14, 3.02e-14, 1.47e-14, -2.38e-14, -6.04e-14, 5.88e-15, 2.22e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.92e-13, Δ = 1020.0
x = [0.508, 0.963, -1.17, 0.202]
r = [4.73e-14, -1.31e-13, -8.22e-14, 1.04e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.22e-13, Δ = 4100.0
x = [2.49, -0.851, 0.659, 0.589, 0.465, -1.51]
r = [3.55e-14, 6.39e-14, -2.75e-14, -5.88e-14, 1.57e-14, 7.11e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.08e-14, Δ = 1020.0
x = [-1.52, -0.762]
r = [8.88e-15, 1.88e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.19e-13, Δ = 2050.0
x = [0.718, 0.273, 1.16, 0.0665, -0.3, -0.605, 1.75, -1.16, 1.33]
r = [-3.54e-13, -8.44e-14, -2.94e-13, -1.06e-13, 2.44e-13, 5.55e-15, -1.7e-13, -5.66e-14, 5.91e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 5.19e-14, Δ = 512.0
x = [0.653, -0.249, 0.586]
r = [1.02e-14, 4.77e-14, -1.75e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.96e-13, Δ = 2050.0
x = [-0.735, 0.575, 0.898, 0.59, -0.803, 1.33, -0.139, -0.851]
r = [-1.91e-14, -7.11e-15, -1.1e-13, -1.51e-13, 1.06e-13, -3.91e-14, -6.86e-14, 1.87e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 3.75e-13, Δ = 4100.0
x = [0.674, -2.65, 0.408, 1.16, 1.31, -0.276, -0.293, -1.65, -1.36, -0.146]
r = [2.4e-14, 5.77e-15, 1.78e-15, -7.46e-14, -1.09e-13, -1.08e-13, 2.31e-13, -1.24e-14, -2.22e-13, 8.97e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.01e-14, Δ = 2050.0
x = [-1.86, 0.164, 0.727]
r = [-3.02e-14, -2.4e-14, 1.09e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.75e-13, Δ = 2050.0
x = [0.205, -0.261, -2.15, -0.533]
r = [-9.47e-14, -3.75e-14, 4.46e-14, 1.35e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.08e-13, Δ = 2050.0
x = [-0.916, 0.53, -0.0207, 0.578, 0.374, -0.227, 1.34, 1.11, -0.775, -1.45]
r = [1.72e-13, 1.53e-13, 8.44e-14, 1.39e-13, 4.62e-14, -6.85e-14, 5.82e-14, 1.1e-13, -4.21e-13, 6.12e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.04e-13, Δ = 2050.0
x = [1.2, -0.53, -0.92, 1.25, 0.404, 0.0228, 1.39, -0.905, -0.0558, 1.25]
r = [1.52e-13, -5.15e-14, -1.82e-13, -3.26e-13, 3.09e-13, 1.5e-13, -3.63e-13, 4.13e-13, -2.49e-14, 2.45e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.57e-14, Δ = 2050.0
x = [-1.16, 0.825, 0.531, -1.05]
r = [1.32e-14, -1.75e-14, 0.0, -1.33e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.99e-13, Δ = 2050.0
x = [-1.81, -0.639, -1.01, 1.27, -1.53, -0.946, -0.619]
r = [-2.65e-13, -3.31e-13, -1.96e-13, -1.22e-13, -1.06e-13, -6.79e-14, 3.18e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 4.11e-13, Δ = 1020.0
x = [-1.49, -0.398, -0.27, -0.0971, 0.6, 0.797]
r = [1.66e-13, 4.84e-14, -1.67e-13, 1.6e-13, 2.84e-13, -6.48e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 3.72e-13, Δ = 4100.0
x = [-1.64, -0.814, -0.357, -2.32, 0.169, 1.39, -1.53, 0.775, 0.54, 0.241]
r = [2.73e-13, -3.2e-14, -2.93e-14, -1.08e-13, 3.46e-14, -1.24e-14, -7.41e-14, -1.21e-13, -1.55e-13, 7.28e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.3e-12, Δ = 2050.0
x = [0.571, -2.38, -1.11, 0.897, 1.68]
r = [-7.26e-13, 6.73e-13, 2.74e-13, 3.44e-13, 7.21e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 7.71e-14, Δ = 4100.0
x = [1.6, -0.109, 2.51, 0.471, -0.0852, -0.783]
r = [4.44e-15, -3.55e-14, -3.42e-14, 2.66e-15, -1.33e-15, 5.91e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.76e-13, Δ = 1020.0
x = [-0.0683, -0.0523, -1.53, 0.277]
r = [-4.71e-14, -5.06e-14, -1.6e-13, -2.2e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 3.5e-13, Δ = 1020.0
x = [-0.438, -1.47, 0.757, 0.101]
r = [3.25e-13, 1.07e-13, -2.71e-14, -6.52e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.99e-13, Δ = 4100.0
x = [1.6, -0.932, 2.29, -0.0206, 0.813, -1.41, -0.197, -1.34, -1.23]
r = [5.68e-14, 9.1e-14, 1.15e-14, 5.73e-14, -8.62e-14, -9.33e-15, 1.0e-13, -8.3e-14, -2.66e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.98e-13, Δ = 2050.0
x = [1.32, 0.192, -0.547, 2.39]
r = [1.77e-14, 2.79e-13, -3.2e-14, 9.95e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.34e-14, Δ = 1020.0
x = [0.929, -0.517]
r = [9.44e-16, -1.34e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.73e-13, Δ = 1020.0
x = [0.619, -0.0491, -0.129, 1.23, 0.378, -0.575]
r = [6.53e-14, -2.05e-14, -4.85e-14, 1.04e-13, 4.04e-14, -1.01e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.53e-14, Δ = 2050.0
x = [0.591, -1.09, 1.49]
r = [3.38e-14, -2.13e-14, 2.13e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 3.87e-14, Δ = 1020.0
x = [-0.449, -0.077, -1.02]
r = [-2.58e-14, -1.37e-14, 2.54e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.6e-13, Δ = 2050.0
x = [0.757, -1.38, -0.0815, -0.0562, 0.98, -1.04, 1.17, -0.246]
r = [5.33e-14, 1.44e-13, -7.44e-14, -3.09e-13, -8.84e-14, 1.94e-13, -8.25e-14, -1.85e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.59e-13, Δ = 2050.0
x = [-0.652, -2.57, 0.509, -0.625, 1.18, 0.619]
r = [3.91e-13, 1.6e-14, 3.41e-13, -1.59e-13, -8.99e-14, 9.46e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.35e-13, Δ = 1020.0
x = [-0.0557, 0.775, -0.169, 0.792, 0.949, 0.529]
r = [-1.38e-13, -1.12e-13, 3.55e-15, -1.22e-13, -8.3e-14, 4.44e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.23e-13, Δ = 2050.0
x = [-1.85, 1.19, -0.414]
r = [1.2e-13, 1.99e-14, 1.91e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.04e-12, Δ = 2050.0
x = [0.473, 0.81, -0.391, 1.04, -1.48, 0.501, -1.78, 0.95]
r = [8.59e-14, -7.73e-13, -1.77e-13, 9.33e-15, 5.19e-13, 1.95e-14, 8.02e-14, -4.02e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 3.08e-14, Δ = 1020.0
x = [-0.895, -0.473]
r = [-2.93e-14, 9.55e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.41e-13, Δ = 1020.0
x = [0.599, 0.902, -0.286, 0.103, -0.93, 0.439]
r = [-4.62e-14, 8.88e-14, -1.08e-13, 3.15e-14, -1.77e-13, -6.15e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.34e-12, Δ = 2050.0
x = [1.08, -2.42, 1.24, -0.523, -0.0713, 0.221, -0.459]
r = [-5.06e-13, -1.13e-12, -1.95e-13, -2.89e-13, 3.23e-13, -3.91e-14, 1.6e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 7.69e-15, Δ = 1020.0
x = [0.877, -0.556, -0.295]
r = [-4.66e-15, 5.05e-15, 3.44e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.87e-14, Δ = 2050.0
x = [1.47, 0.173, -1.36]
r = [2.49e-14, 2.55e-14, -1.51e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 6.97e-13, Δ = 2050.0
x = [1.25, -1.42, -1.08, 0.78, -0.598, -1.4, -0.301, 0.45]
r = [1.77e-13, 3.07e-13, 3.57e-13, -5.55e-15, 3.65e-13, 7.28e-14, 2.99e-13, 7.06e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 5.77e-14, Δ = 512.0
x = [-0.448, 0.21, 0.622]
r = [4.93e-14, -7.66e-15, 2.9e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.79e-13, Δ = 2050.0
x = [-0.821, 0.0156, -0.288, 0.727, -0.662, -1.68]
r = [3.55e-14, 2.75e-14, 1.49e-13, 7.51e-14, -2.05e-14, -4.13e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 3.23e-14, Δ = 4100.0
x = [1.05, -0.679, -2.75, -0.81, -0.882, -1.12, -0.787, -0.187]
r = [-4.44e-16, 1.22e-14, 5.77e-15, -2.66e-14, 0.0, 5.33e-15, -7.55e-15, 7.99e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 2.02e-13, Δ = 4100.0
x = [2.42, -1.87, -0.844, 0.587, 2.24, -0.162, 0.229]
r = [3.11e-14, 5.02e-14, 2.84e-14, -7.55e-14, -1.47e-13, 8.93e-14, 3.51e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 7.06e-13, Δ = 2050.0
x = [-0.914, -2.62, -0.989, 0.229, -0.335]
r = [-1.88e-13, -6.29e-13, -2.54e-13, 2.58e-14, -5.24e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 11 steps
with ‖x‖₂ = 6.2e-15, Δ = 512.0
x = [0.339, 0.799]
r = [8.88e-16, -6.13e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 9.54e-14, Δ = 2050.0
x = [0.959, -0.619, 1.09, 1.07]
r = [3.46e-14, -1.74e-14, -6.0e-14, 6.33e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.89e-13, Δ = 2050.0
x = [1.72, -1.45, 0.201, -0.363]
r = [-3.09e-14, 1.6e-13, -9.41e-14, 2.28e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 4.86e-14, Δ = 1020.0
x = [0.864, -0.638, -0.288]
r = [1.35e-14, -3.22e-15, -4.66e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.67e-13, Δ = 4100.0
x = [-0.546, 0.799, -0.19, 1.17, -0.647, 1.26, 1.25, 0.0559, 1.81, 2.54]
r = [-8.3e-14, 1.08e-13, 2.31e-14, -3.2e-14, 2.38e-14, -3.06e-14, 6.93e-14, 4.22e-15, 1.15e-14, -3.73e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.69e-13, Δ = 2050.0
x = [-0.663, 0.0931, 1.62, 0.468, 1.27, 1.24, 0.675]
r = [-2.46e-13, 2.66e-13, -6.68e-14, -2.63e-13, -6.66e-14, 7.82e-14, -6.71e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.94e-13, Δ = 2050.0
x = [-0.0632, 0.586, 1.72, -0.966, -1.38, -1.05, -0.777]
r = [-1.75e-13, -3.75e-14, -2.89e-14, -1.82e-14, 4.09e-14, 3.02e-14, -4.49e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.09e-13, Δ = 2050.0
x = [-0.0482, -0.487, -1.6, -0.27, 1.28, -0.426]
r = [7.19e-14, 3.39e-14, -5.4e-14, 4.0e-14, 1.69e-14, 2.75e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.51e-12, Δ = 2050.0
x = [-0.608, 1.46, 1.36, -0.424, -1.12, 0.488, -0.0517, 1.4, -0.397, -1.04]
r = [-4.82e-13, 2.31e-13, -9.43e-13, 3.51e-13, 1.12e-13, 2.5e-13, 4.44e-13, 4.72e-13, -4.25e-13, -5.47e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 4.72e-15, Δ = 1020.0
x = [0.783, 0.342]
r = [-2.33e-15, -4.11e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 2.65e-14, Δ = 4100.0
x = [-1.48, 0.883, 0.303, 1.25, 1.87, -1.41, -1.3, 0.0475]
r = [-1.78e-15, -7.11e-15, 7.77e-15, 7.77e-15, -1.78e-15, -1.24e-14, 1.6e-14, -1.07e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.49e-13, Δ = 1020.0
x = [-0.571, -0.501, -1.05, -0.936]
r = [2.22e-16, -1.75e-14, -1.45e-13, 2.45e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.9e-13, Δ = 2050.0
x = [-0.735, -1.51, 0.831, -2.15]
r = [-5.68e-14, -5.33e-15, -2.32e-13, 3.08e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.16e-12, Δ = 2050.0
x = [-0.332, 0.606, -0.59, 0.486, -1.84, 0.518, 0.822, 0.89]
r = [-6.83e-14, -6.48e-13, 3.05e-13, -6.62e-13, 4.39e-13, 7.99e-15, -3.1e-13, -3.26e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.11e-12, Δ = 2050.0
x = [0.203, -2.02, 0.721, -0.02, -1.23, -0.714, 0.455, -0.858, 1.02, -0.617]
r = [3.46e-13, 4.32e-13, 9.77e-14, -3.76e-13, -2.48e-13, 4.3e-13, -1.22e-13, -1.31e-13, 2.4e-13, 6.7e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.28e-13, Δ = 2050.0
x = [-1.81, -1.5, -0.508, 0.78, -0.21, -1.09]
r = [-3.11e-13, 5.06e-14, -1.85e-13, 2.01e-13, -9.15e-14, -3.29e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.79e-13, Δ = 1020.0
x = [0.236, -0.698, -0.372, 0.0417, -0.364, 0.793, -0.141, -0.0412]
r = [1.14e-13, -2.89e-14, 1.18e-13, 8.78e-14, 7.71e-14, 1.27e-14, -8.72e-14, -1.69e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.33e-13, Δ = 2050.0
x = [-0.257, 0.869, -0.362, 0.32, -0.154, 1.5, 1.07, -0.78, 0.111]
r = [4.88e-14, 6.8e-15, 9.56e-14, -2.13e-14, -9.02e-14, -1.62e-14, -1.07e-13, -1.5e-13, 2.05e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.11e-13, Δ = 2050.0
x = [-0.727, -0.705, -1.01, 1.2, 0.948, 0.89]
r = [-8.88e-15, -3.24e-14, -1.08e-13, 9.77e-14, 6.22e-15, -1.49e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.95e-13, Δ = 2050.0
x = [-0.268, -1.58, 1.19, -1.49, -0.568, -0.383]
r = [1.01e-13, -3.33e-13, 7.86e-14, 7.77e-14, 7.83e-14, 1.31e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.73e-13, Δ = 2050.0
x = [0.784, 0.407, -0.643, -0.432, -0.387, 1.84, -0.61, 0.953, 0.994]
r = [6.84e-14, -2.6e-13, 1.01e-13, -2.7e-13, -1.66e-13, 2.93e-14, 3.11e-14, 1.92e-13, 4.44e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 6.93e-13, Δ = 2050.0
x = [-0.123, -1.55, -0.356, -0.364, 1.19, -0.282, 0.0121, 0.258, -1.13]
r = [8.17e-14, 1.28e-13, -1.46e-13, 5.33e-14, 2.14e-13, 5.79e-13, 1.68e-14, 1.23e-13, -1.93e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 3.34e-13, Δ = 1020.0
x = [0.471, 0.876, 0.0807, -0.98, -0.291, 0.0782, 0.922, 0.323]
r = [-8.37e-14, -2.03e-13, -4.55e-14, 3.38e-14, 2.29e-14, 3.55e-14, -2.12e-13, -1.16e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.1e-13, Δ = 2050.0
x = [1.57, -0.292, -0.0443, 2.12, -0.784, -0.298, -1.48]
r = [2.31e-14, 1.79e-13, 2.31e-14, 2.5e-13, -1.39e-13, -1.45e-13, 1.81e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.57e-14, Δ = 4100.0
x = [-0.621, 2.2, 0.45, 0.0419, -1.63, 1.81, -0.377]
r = [0.0, 4.14e-15, 5.44e-15, -1.78e-15, -1.17e-14, 0.0, 7.77e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.15e-14, Δ = 2050.0
x = [-1.47, -1.12, 0.51, -0.827, -0.223, -0.0401, -0.0859, 0.429]
r = [1.33e-14, 4.29e-14, -5.91e-14, 2.84e-14, 1.33e-14, 2.22e-15, -8.44e-15, -8.44e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 7.12e-14, Δ = 2050.0
x = [1.87, -0.0171, -0.816, 0.475]
r = [6.75e-14, -1.89e-14, 1.07e-14, 6.33e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 7.57e-13, Δ = 2050.0
x = [1.23, 0.43, -1.04, -0.493, -0.639, -1.92, -0.156, -1.16, -0.59]
r = [-1.23e-13, 1.28e-13, -4.53e-14, 2.31e-14, -1.91e-13, 1.23e-13, -2.16e-13, -3.41e-13, 5.7e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 5.08e-14, Δ = 1020.0
x = [-1.34, 0.0719, 0.387]
r = [5.03e-14, -8.88e-16, -6.99e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.85e-13, Δ = 2050.0
x = [1.31, 0.108, 1.42, -0.636, 0.449, -0.0349, 0.0622, -0.513]
r = [1.95e-14, -7.87e-14, -6.88e-15, -1.78e-14, 7.59e-14, -7.99e-15, 5.66e-14, 1.35e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 2.01e-14, Δ = 2050.0
x = [1.98, 1.44]
r = [-2.44e-15, -2.0e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 6.8e-14, Δ = 1020.0
x = [-1.6, 0.145]
r = [-2.07e-14, 6.48e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.52e-14, Δ = 2050.0
x = [-1.53, 0.412, -1.37]
r = [4.0e-15, -1.95e-14, 5.15e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 8.23e-13, Δ = 2050.0
x = [-0.0354, 1.08, -0.156, 1.6, -1.49, -0.48, -1.16, -0.607, 0.102]
r = [-2.62e-13, -2.22e-15, 1.71e-13, 4.5e-14, -1.61e-13, -2.6e-13, -2.75e-13, 4.07e-13, -4.92e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 5.35e-14, Δ = 1020.0
x = [0.98, -0.246, -0.223, 0.00634]
r = [3.54e-14, 1.42e-14, 3.73e-14, 4.39e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 4.61e-15, Δ = 1020.0
x = [-0.539, 0.11, -0.823]
r = [6.66e-16, 7.77e-16, -4.5e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.68e-13, Δ = 2050.0
x = [-0.784, 0.468, 0.462, 0.759, -2.18, 0.777, -0.859]
r = [-1.07e-13, -8.22e-14, -1.36e-13, -4.04e-14, 9.63e-14, 1.87e-13, 2.29e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.92e-13, Δ = 1020.0
x = [-0.288, 0.614, 0.628, 1.33, 0.334]
r = [8.42e-14, 5.33e-15, 1.67e-13, -2.54e-14, -3.09e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.92e-13, Δ = 2050.0
x = [-0.0476, 0.51, 0.429, 1.48, 0.102, -1.57, -0.428, 0.0517, -0.0312]
r = [5.31e-14, 5.37e-14, -2.71e-14, 8.66e-14, 9.95e-14, -2.22e-16, 1.01e-13, -5.2e-14, -9.99e-16]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.36e-13, Δ = 1020.0
x = [-1.08, 0.753, -0.88, 0.475]
r = [7.7e-14, 8.44e-15, -1.07e-13, -3.42e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 2.84e-13, Δ = 1020.0
x = [-0.2, 1.35, 0.674, -0.621, 0.375]
r = [-9.19e-14, -9.08e-14, -1.07e-14, 1.64e-13, -1.92e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.17e-13, Δ = 4100.0
x = [-0.109, -2.39, 1.33, -0.632, 0.313, 0.585, -1.76]
r = [3.44e-14, -1.2e-14, 1.59e-14, -6.84e-14, 4.71e-14, 4.61e-15, -7.28e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.3e-13, Δ = 1020.0
x = [0.0891, 0.552, -0.554, -0.0712, -0.803, -0.47, -0.158]
r = [-3.38e-14, 8.86e-14, -4.76e-14, -6.06e-14, -1.64e-14, 2.6e-14, -3.34e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.41e-12, Δ = 2050.0
x = [-2.12, 0.509, -1.67, -0.418, -0.268, -1.51, -0.259, 0.21, -0.514, -0.451]
r = [-3.17e-13, 6.57e-13, -4.02e-13, -1.71e-13, 5.58e-13, -1.35e-13, -9.48e-13, 8.82e-14, 1.25e-13, 8.04e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.42e-13, Δ = 1020.0
x = [-0.719, 0.592, 0.126, 0.91]
r = [9.99e-15, -1.22e-13, 3.49e-14, 6.31e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 1.73e-14, Δ = 2050.0
x = [0.312, -0.939, -0.273, -0.195, -0.932, -0.928, -0.332, -0.296]
r = [-5.83e-15, -4.44e-15, 0.0, -8.88e-16, -5.33e-15, -1.31e-14, -6.66e-15, -1.33e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 6.92e-13, Δ = 2050.0
x = [-0.957, 0.734, 1.98, 0.89, 0.951, 0.74, -0.334, -0.892, 0.647]
r = [-1.83e-13, -1.87e-14, -7.22e-15, 5.47e-13, 5.99e-14, 1.75e-13, -2.55e-13, -1.01e-13, 1.92e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 5.39e-13, Δ = 2050.0
x = [0.488, 0.0832, 1.31, 0.837, 0.934, 2.08, 0.163, 0.652, -0.136]
r = [3.73e-14, 2.14e-13, -6.79e-14, -1.51e-13, 4.17e-13, 1.31e-13, 5.42e-14, 7.9e-14, -1.24e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 3.7e-13, Δ = 4100.0
x = [1.12, -1.32, 1.49, -1.47, -0.393, 2.19, 0.0286, 0.48, -1.88]
r = [-6.39e-14, 1.9e-13, 7.01e-14, -3.73e-14, -1.95e-14, 1.8e-13, -1.49e-14, -8.88e-14, -2.24e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 5.24e-15, Δ = 1020.0
x = [0.256, -0.0784, -0.829]
r = [3.22e-15, 4.44e-16, -4.11e-15]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 3.48e-13, Δ = 2050.0
x = [2.01, 2.18, 2.14, -0.575]
r = [2.31e-13, -2.31e-13, -1.08e-13, -4.66e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 5.91e-13, Δ = 4100.0
x = [1.32, 1.47, 0.0726, 1.37, -1.09, -2.17, 0.657, -0.238, -0.615, 1.32]
r = [-1.29e-14, 2.87e-13, 7.15e-14, 4.04e-14, 7.46e-14, -3.51e-13, 7.28e-14, 3.33e-13, 1.22e-13, -1.15e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 12 steps
with ‖x‖₂ = 1.34e-13, Δ = 1020.0
x = [0.35, -1.16, -1.24]
r = [5.28e-14, 5.95e-14, 1.08e-13]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.82e-13, Δ = 4100.0
x = [-0.937, 1.93, 0.0222, 0.976, 0.503, -2.04, 0.733, 1.18, -0.839]
r = [4.22e-14, 1.03e-13, -3.46e-14, 1.06e-13, -4.4e-14, 2.6e-14, 4.51e-14, 5.15e-14, -2.69e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 14 steps
with ‖x‖₂ = 1.03e-13, Δ = 4100.0
x = [0.925, -1.51, -0.383, -0.723, -0.475, 2.13, 0.888, -1.32, -0.699]
r = [5.42e-14, -2.53e-14, 6.22e-15, -1.69e-14, 9.77e-15, -6.66e-15, -7.42e-14, -1.22e-14, 2.93e-14]
l = Dogleg()
Nonlinear solver using trust region method converged after 13 steps
with ‖x‖₂ = 4.23e-14, Δ = 2050.0
x = [-1.62, -1.14, -0.318, -0.00215]
r = [2.75e-14, 2.31e-14, -7.77e-15, 2.09e-14]
Test Summary: | Pass Total
linear problem | 500 500
Test Summary: | Pass Total
infeasible region | 5 5
Test Summary: | Pass Total
basic consistency checks for test functions. | 20 20
┌ Info: solver test
│ f = F_NWp281()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = F_NWp281()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = Rosenbrock()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = Rosenbrock()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellSingular()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellSingular()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellBadlyScaled()
│ local_method = Dogleg()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Info: solver test
│ f = PowellBadlyScaled()
│ local_method = GeneralizedEigenSolver()
└ @ Main /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/test/test_nonlinear_problems.jl:138
┌ Debug: rightmost eigenvalue not real
│ M = [-2.493646369993234e9 -9991.41621516935 29617.375009080642 0.1498299135029905; -9991.41621516935 -0.04007902796919589 0.1498299135029905 7.579673409081926e-7; 1.0 0.0 -2.493646369993234e9 -9991.41621516935; 0.0 1.0 -9991.41621516935 -0.04007902796919589]
│ λs = ComplexF64[-4.597492868698642e-5 + 0.00010814371862514512im, -4.597492868698642e-5 - 0.00010814371862514512im, -2.4936461979362717e9 + 0.0im, -2.493646542130262e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-4.3330480503128474e-10 - 1.2483865510619103e-11im, 0.00010814372365640693 - 2.9810792168127875e-9im, 1.2841726719798926e-18 + 4.0067494241836535e-6im, -3.223849681134594e-13 - 0.9999999941444405im], [-4.3330480503128474e-10 + 1.2483865510619103e-11im, 0.00010814372365640693 + 2.9810792168127875e-9im, 1.2841726719798926e-18 - 4.0067494241836535e-6im, -3.223849681134594e-13 + 0.9999999941444405im], [0.999983118436656 + 0.0im, 4.006681734545703e-6 + 0.0im, 0.005810578770360654 + 0.0im, 2.3281533171588635e-8 + 0.0im], [0.9999831184368982 + 0.0im, 4.006681879761397e-6 + 0.0im, -0.005810578728700163 + 0.0im, -2.3281533218324525e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.0164865250067315e9 -9979.33793862964 207293.5245553646 0.7158463041096554; -9979.33793862964 -0.03303123339782698 0.7158463041096554 2.47203057696378e-6; 1.0 0.0 -3.0164865250067315e9 -9979.33793862964; 0.0 1.0 -9979.33793862964 -0.03303123339782698]
│ λs = ComplexF64[-1.6927347804931335e-5 + 9.250432760042775e-5im, -1.6927347804931335e-5 - 9.250432760042775e-5im, -3.0164860697447925e9 + 0.0im, -3.016486980334703e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-9.999016816841028e-12 + 3.0602886230853496e-10im, 9.841487264017346e-9 - 9.250432695033316e-5im, 3.3082653656218545e-6 + 3.0143467062864463e-18im, -0.9999999957160021 - 9.103801527465382e-13im], [-9.999016816841028e-12 - 3.0602886230853496e-10im, 9.841487264017346e-9 + 9.250432695033316e-5im, 3.3082653656218545e-6 - 3.0143467062864463e-18im, -0.9999999957160021 + 9.103801527465382e-13im], [-0.9999975879649001 + 0.0im, -3.3082573781152028e-6 + 0.0im, -0.0021963727912177955 + 0.0im, -7.2661845417216646e-9 + 0.0im], [-0.9999975879649016 + 0.0im, -3.3082574219018544e-6 + 0.0im, 0.0021963727905579254 + 0.0im, 7.266183538939082e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.29655269907682e9 -9980.379792148957 204252.07497383232 0.6363534954745843; -9980.379792148957 -0.030226084224792758 0.6363534954745843 1.9825784940231392e-6; 1.0 0.0 -3.29655269907682e9 -9980.379792148957; 0.0 1.0 -9980.379792148957 -0.030226084224792758]
│ λs = ComplexF64[-1.0303393967929493e-5 + 9.102705758647203e-5im, -1.0303393967929493e-5 - 9.102705758647203e-5im, -3.2965522471644807e9 + 0.0im, -3.2965531510495896e9 + 0.0im]
│ vs = Vector{ComplexF64}[[2.7558626129001677e-10 + 5.4789769641676095e-12im, -9.102706033904277e-5 - 8.54715126452632e-9im, 2.3427083606360657e-18 - 3.027520158707852e-6im, -7.780220424077194e-13 + 0.9999999958524541im], [2.7558626129001677e-10 - 5.4789769641676095e-12im, -9.102706033904277e-5 + 8.54715126452632e-9im, 2.3427083606360657e-18 + 3.027520158707852e-6im, -7.780220424077194e-13 - 0.9999999958524541im], [0.9999975520488888 + 0.0im, 3.0275127478499993e-6 + 0.0im, 0.00221266514955094 + 0.0im, 6.698888340579736e-9 + 0.0im], [0.9999975520488862 + 0.0im, 3.0275127719782533e-6 + 0.0im, -0.002212665150707734 + 0.0im, -6.6988884083220426e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.816579950269685e9 -9987.846011970742 362974.58013703045 0.9695085983983033; -9987.846011970742 -0.026142111221814156 0.9695085983983033 2.589566801105998e-6; 1.0 0.0 -3.816579950269685e9 -9987.846011970742; 0.0 1.0 -9987.846011970742 -0.026142111221814156]
│ λs = ComplexF64[-4.355942332010337e-6 + 0.00012591559456828167im, -4.355942332010337e-6 - 0.00012591559456828167im, -3.8165793478219414e9 + 0.0im, -3.8165805527697043e9 + 0.0im]
│ vs = Vector{ComplexF64}[[3.295163729226125e-10 + 5.294768517162161e-12im, -0.00012591559588277673 - 5.905484321000465e-8im, 1.9474933805289287e-17 - 2.616962322952526e-6im, -7.43592582731138e-12 + 0.9999999920692055im], [3.295163729226125e-10 - 5.294768517162161e-12im, -0.00012591559588277673 + 5.905484321000465e-8im, 1.9474933805289287e-17 + 2.616962322952526e-6im, -7.43592582731138e-12 - 0.9999999920692055im], [-0.9999986224917418 + 0.0im, -2.616958730378858e-6 + 0.0im, -0.0016598216080166437 + 0.0im, -4.3436906473432255e-9 + 0.0im], [0.9999986224917392 + 0.0im, 2.616958747422704e-6 + 0.0im, -0.0016598216096354213 + 0.0im, -4.343690644146523e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-3.9721514511074495e9 -9996.18104722434 149295.27880527923 0.39516909900454594; -9996.18104722434 -0.025159394725624836 0.39516909900454594 1.0459715676055438e-6; 1.0 0.0 -3.9721514511074495e9 -9996.18104722434; 0.0 1.0 -9996.18104722434 -0.025159394725624836]
│ λs = ComplexF64[-3.460389254510634e-6 + 0.00028829568484235117im, -3.460389254510634e-6 - 0.00028829568484235117im, -3.9721510647452135e9 + 0.0im, -3.972151837519998e9 + 0.0im]
│ vs = Vector{ComplexF64}[[7.255151078035734e-10 + 5.133510038227412e-12im, -0.0002882956875823076 - 9.33677674619382e-8im, 6.774537417532127e-17 - 2.516565834645185e-6im, -2.6917525825474742e-11 + 0.9999999584396266im], [7.255151078035734e-10 - 5.133510038227412e-12im, -0.0002882956875823076 + 9.33677674619382e-8im, 6.774537417532127e-17 + 2.516565834645185e-6im, -2.6917525825474742e-11 - 0.9999999584396266im], [-0.9999966509472966 + 0.0im, -2.5165574984069557e-6 + 0.0im, -0.0025880664323192286 + 0.0im, -6.5130398059199096e-9 + 0.0im], [0.9999966509473428 + 0.0im, 2.5165575237226342e-6 + 0.0im, -0.002588066414492395 + 0.0im, -6.513039853011553e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.051102582561525e9 -9999.062176226558 2302.6857120584978 0.006745613340006857; -9999.062176226558 -0.024682961548373454 0.006745613340006857 1.976096828785226e-8; 1.0 0.0 -4.051102582561525e9 -9999.062176226558; 0.0 1.0 -9999.062176226558 -0.024682961548373454]
│ λs = ComplexF64[-2.9951692773688007e-6 + 0.0001455733738736587im, -2.9951692773688007e-6 - 0.0001455733738736587im, -4.051102534599887e9 + 0.0im, -4.05110263057252e9 + 0.0im]
│ vs = Vector{ComplexF64}[[3.5930892596885984e-10 + 2.565290102736484e-13im, -0.00014557338401522538 + 2.2735446858490604e-9im, -8.054696030153484e-19 - 2.4682322568449997e-6im, 3.309675667209633e-13 + 0.9999999894011486im], [3.5930892596885984e-10 - 2.565290102736484e-13im, -0.00014557338401522538 - 2.2735446858490604e-9im, -8.054696030153484e-19 + 2.4682322568449997e-6im, 3.309675667209633e-13 - 0.9999999894011486im], [0.9997829328555735 + 0.0im, 2.4676965054215908e-6 + 0.0im, 0.020834758568710757 + 0.0im, 5.142502368848858e-8 + 0.0im], [0.9997829328679761 + 0.0im, 2.4676965163773724e-6 + 0.0im, -0.020834757973556994 + 0.0im, -5.14250222680211e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.211335607540028e9 -9996.184902048546 39483.861826940934 0.09711528252352425; -9996.184902048546 -0.02372962237095525 0.09711528252352425 2.388666574957124e-7; 1.0 0.0 -4.211335607540028e9 -9996.184902048546; 0.0 1.0 -9996.184902048546 -0.02372962237095525]
│ λs = ComplexF64[-2.4564803123636065e-6 + 0.0002444182342578898im, -2.4564803123636065e-6 - 0.0002444182342578898im, -4.211335408858319e9 + 0.0im, -4.2113358062691917e9 + 0.0im]
│ vs = Vector{ComplexF64}[[5.801603168515016e-10 + 1.1728086085844094e-12im, -0.0002444182279695466 - 1.5449576543091759e-7im, 8.964304983952267e-17 - 2.3736376139102644e-6im, -3.7761582340309525e-11 + 0.9999999701270353im], [5.801603168515016e-10 - 1.1728086085844094e-12im, -0.0002444182279695466 + 1.5449576543091759e-7im, 8.964304983952267e-17 + 2.3736376139102644e-6im, -3.7761582340309525e-11 - 0.9999999701270353im], [0.999987336839715 + 0.0im, 2.373607622963186e-6 + 0.0im, 0.0050325097694942965 + 0.0im, 1.1945354797119657e-8 + 0.0im], [0.9999873368397534 + 0.0im, 2.373607631122972e-6 + 0.0im, -0.0050325097618981835 + 0.0im, -1.1945354864082694e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.457512050183798e9 -9996.62218366912 32758.649819987946 0.07555794460786033; -9996.62218366912 -0.022420468666525754 0.07555794460786033 1.7427467324618176e-7; 1.0 0.0 -4.457512050183798e9 -9996.62218366912; 0.0 1.0 -9996.62218366912 -0.022420468666525754]
│ λs = ComplexF64[-1.5629313639894025e-6 + 0.00013416046120995077im, -1.5629313639894025e-6 - 0.00013416046120995077im, -4.45751186921265e9 + 0.0im, -4.457512231199781e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-5.395598976154969e-13 + 3.0087442762521254e-10im, 3.126983671997152e-8 - 0.00013416045560853324im, 2.242646117601017e-6 + 9.400207504975422e-18im, -0.9999999909979709 - 4.195175592547687e-12im], [-5.395598976154969e-13 - 3.0087442762521254e-10im, 3.126983671997152e-8 + 0.00013416045560853324im, 2.242646117601017e-6 - 9.400207504975422e-18im, -0.9999999909979709 + 4.195175592547687e-12im], [-0.9999847371924033 + 0.0im, -2.242611905933131e-6 + 0.0im, -0.005524977575648397 + 0.0im, -1.2390569268361286e-8 + 0.0im], [-0.9999847371932734 + 0.0im, -2.2426119111069574e-6 + 0.0im, 0.005524977418161066 + 0.0im, 1.2390569646780032e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.625514282063636e9 -9996.579636611059 557618.9744070774 1.2316655329195756; -9996.579636611059 -0.02160566399345705 1.2316655329195756 2.720495633411875e-6; 1.0 0.0 -4.625514282063636e9 -9996.579636611059; 0.0 1.0 -9996.579636611059 -0.02160566399345705]
│ λs = ComplexF64[-1.2736919874699017e-6 + 7.433930268044861e-5im, -1.2736919874699017e-6 - 7.433930268044861e-5im, -4.625513535346433e9 + 0.0im, -4.625515028824047e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-5.652581789888763e-12 + 1.6066078614935128e-10im, -4.035565266680141e-8 - 7.433930283401727e-5im, 2.161182303004354e-6 - 6.490015179279517e-18im, -0.9999999972344981 + 3.0000110883793654e-12im], [-5.652581789888763e-12 - 1.6066078614935128e-10im, -4.035565266680141e-8 + 7.433930283401727e-5im, 2.161182303004354e-6 + 6.490015179279517e-18im, -0.9999999972344981 - 3.0000110883793654e-12im], [-0.9999991033294449 + 0.0im, -2.1611803634684814e-6 + 0.0im, -0.0013391548214635911 + 0.0im, -2.894157401862243e-9 + 0.0im], [-0.9999991033294471 + 0.0im, -2.1611803788425004e-6 + 0.0im, 0.0013391548196769955 + 0.0im, 2.8941580010360607e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.66800041546494e9 -9999.807014776914 453.2142057695642 0.0013251724303143379; -9999.807014776914 -0.02142278031778631 0.0013251724303143379 3.874728434611523e-9; 1.0 0.0 -4.66800041546494e9 -9999.807014776914; 0.0 1.0 -9999.807014776914 -0.02142278031778631]
│ λs = ComplexF64[-1.304815479731484e-6 + 0.0003394454611654461im, -1.304815479731484e-6 - 0.0003394454611654461im, -4.668000394197533e9 + 0.0im, -4.668000436775189e9 + 0.0im]
│ vs = Vector{ComplexF64}[[5.864948283973437e-14 + 7.271613366489093e-10im, -6.282700915072326e-8 - 0.00033944549295450107im, 2.1422034166394295e-6 - 4.56513932489197e-17im, -0.9999999423860806 + 2.1326346396309537e-11im], [5.864948283973437e-14 - 7.271613366489093e-10im, -6.282700915072326e-8 + 0.00033944549295450107im, 2.1422034166394295e-6 + 4.56513932489197e-17im, -0.9999999423860806 - 2.1326346396309537e-11im], [-0.9988985912472967 + 0.0im, -2.1398440947723377e-6 + 0.0im, -0.04692125743814736 + 0.0im, -1.005148838856924e-7 + 0.0im], [-0.9988985911957401 + 0.0im, -2.1398441017931973e-6 + 0.0im, 0.046921258535729836 + 0.0im, 1.0051488602926852e-7 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.753555372785121e9 -9999.170754946072 2109.476356517272 0.00477214370362509; -9999.170754946072 -0.02103441907285095 0.00477214370362509 1.0795738694908725e-8; 1.0 0.0 -4.753555372785121e9 -9999.170754946072; 0.0 1.0 -9999.170754946072 -0.02103441907285095]
│ λs = ComplexF64[-1.0794386992636368e-6 + 0.00017550836036933138im, -1.0794386992636368e-6 - 0.00017550836036933138im, -4.753555326877094e9 + 0.0im, -4.753555418735217e9 + 0.0im]
│ vs = Vector{ComplexF64}[[4.384825653644972e-14 + 3.691843089068057e-10im, -5.421363787061484e-8 - 0.000175508359456993im, 2.103514068404672e-6 - 2.0032121580230452e-17im, -0.9999999845961947 + 9.514946769801627e-12im], [4.384825653644972e-14 - 3.691843089068057e-10im, -5.421363787061484e-8 + 0.000175508359456993im, 2.103514068404672e-6 + 2.0032121580230452e-17im, -0.9999999845961947 - 9.514946769801627e-12im], [-0.9997630583450408 + 0.0im, -2.1030156890039324e-6 + 0.0im, -0.021767571388338923 + 0.0im, -4.5788393202081715e-8 + 0.0im], [-0.9997630583101184 + 0.0im, -2.103015692009712e-6 + 0.0im, 0.021767572992293528 + 0.0im, 4.578839674022325e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-4.926996049495865e9 -9996.747492570308 537032.5674127011 1.106000014375819; -9996.747492570308 -0.020283938472166238 1.106000014375819 2.2777688096135037e-6; 1.0 0.0 -4.926996049495865e9 -9996.747492570308; 0.0 1.0 -9996.747492570308 -0.020283938472166238]
│ λs = ComplexF64[-9.292613383245219e-7 + 0.0001663076303381703im, -9.292613383245219e-7 - 0.0001663076303381703im, -4.926995316690856e9 + 0.0im, -4.926996782341437e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-3.0639221655045354e-12 + 3.374338885792922e-10im, -1.2807027544026184e-7 - 0.00016630763528453774im, 2.0289740956628127e-6 - 4.320568883035372e-17im, -0.9999999861688182 + 2.1299064972797122e-11im], [-3.0639221655045354e-12 - 3.374338885792922e-10im, -1.2807027544026184e-7 + 0.00016630763528453774im, 2.0289740956628127e-6 + 4.320568883035372e-17im, -0.9999999861688182 - 2.1299064972797122e-11im], [-0.999999068956418 + 0.0im, -2.0289722301846284e-6 + 0.0im, -0.0013645813204346065 + 0.0im, -2.768699926528187e-9 + 0.0im], [-0.9999990689564261 + 0.0im, -2.0289722392527925e-6 + 0.0im, 0.001364581314578025 + 0.0im, 2.7687004444995214e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.059115973840536e9 -9999.045145929282 2974.2139555807425 0.006127456065514997; -9999.045145929282 -0.019763185034648488 0.006127456065514997 1.2623744759305785e-8; 1.0 0.0 -5.059115973840536e9 -9999.045145929282; 0.0 1.0 -9999.045145929282 -0.019763185034648488]
│ λs = ComplexF64[-7.365108989264328e-7 + 0.0002220366842846698im, -7.365108989264328e-7 - 0.0002220366842846698im, -5.059115919323927e9 + 0.0im, -5.05911602839667e9 + 0.0im]
│ vs = Vector{ComplexF64}[[4.3884246366202773e-10 + 1.50731965971318e-13im, -0.00022203669305047888 - 5.131369101851746e-8im, 2.2518741479669998e-17 - 1.9764411314485315e-6im, -1.139352258643523e-11 + 0.9999999753478982im], [4.3884246366202773e-10 - 1.50731965971318e-13im, -0.00022203669305047888 + 5.131369101851746e-8im, 2.2518741479669998e-17 + 1.9764411314485315e-6im, -1.139352258643523e-11 - 0.9999999753478982im], [-0.9998319306313698 + 0.0im, -1.9761090000160132e-6 + 0.0im, -0.018333316285985855 + 0.0im, -3.623472130014679e-8 + 0.0im], [0.9998319306232588 + 0.0im, 1.9761090018615693e-6 + 0.0im, -0.018333316728329413 + 0.0im, -3.623472206169039e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.237995095382198e9 -9996.946477462054 503163.3276630281 0.970193060180471; -9996.946477462054 -0.019080131211550937 0.970193060180471 1.870713786702526e-6; 1.0 0.0 -5.237995095382198e9 -9996.946477462054; 0.0 1.0 -9996.946477462054 -0.019080131211550937]
│ λs = ComplexF64[-5.529052216987877e-7 + 0.0002465615206148773im, -5.529052216987877e-7 - 0.0002465615206148773im, -5.237994386060997e9 + 0.0im, -5.237995804741562e9 + 0.0im]
│ vs = Vector{ComplexF64}[[4.705735936291116e-10 + 1.9969515822646313e-12im, -0.000246561505642262 - 5.7674155284903605e-8im, 2.7161458775830624e-17 - 1.908544393708083e-6im, -1.4220227019566892e-11 + 0.9999999696018884im], [4.705735936291116e-10 - 1.9969515822646313e-12im, -0.000246561505642262 + 5.7674155284903605e-8im, 2.7161458775830624e-17 + 1.908544393708083e-6im, -1.4220227019566892e-11 - 0.9999999696018884im], [-0.9999990062859314 + 0.0im, -1.9085425527650027e-6 + 0.0im, -0.0014097600885544556 + 0.0im, -2.6905900061610554e-9 + 0.0im], [0.9999990062859303 + 0.0im, 1.908542558125327e-6 + 0.0im, -0.0014097600893181717 + 0.0im, -2.6905895899654875e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.512140682870691e9 -9998.30652943524 40725.66371942831 0.07480125431923541; -9998.30652943524 -0.018135981788062184 0.07480125431923541 1.3738824949000683e-7; 1.0 0.0 -5.512140682870691e9 -9998.30652943524; 0.0 1.0 -9998.30652943524 -0.018135981788062184]
│ λs = ComplexF64[-5.433186726225001e-7 + 0.00012038335896747117im, -5.433186726225001e-7 - 0.00012038335896747117im, -5.512140481082882e9 + 0.0im, -5.512140884694771e9 + 0.0im]
│ vs = Vector{ComplexF64}[[1.656923116489091e-13 + 2.1835978890229157e-10im, -1.8445168509240162e-7 - 0.00012038337416597756im, 1.8138699701932548e-6 - 4.027586522266614e-17im, -0.999999992752259 + 2.2204916426621715e-11im], [1.656923116489091e-13 - 2.1835978890229157e-10im, -1.8445168509240162e-7 + 0.00012038337416597756im, 1.8138699701932548e-6 + 4.027586522266614e-17im, -0.999999992752259 - 2.2204916426621715e-11im], [-0.9999877229611224 + 0.0im, -1.8138477137354631e-6 + 0.0im, -0.004955191594622292 + 0.0im, -8.988073422408952e-9 + 0.0im], [-0.999987722961045 + 0.0im, -1.813847715436719e-6 + 0.0im, 0.004955191610227979 + 0.0im, 8.988073151807866e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.605076386747119e9 -9999.310225983785 1719.3692009229258 0.003150408679553532; -9999.310225983785 -0.017838821045661143 0.003150408679553532 5.772509384766594e-9; 1.0 0.0 -5.605076386747119e9 -9999.310225983785; 0.0 1.0 -9999.310225983785 -0.017838821045661143]
│ λs = ComplexF64[-3.43241708298678e-7 + 0.00023153808507597124im, -3.43241708298678e-7 - 0.00023153808507597124im, -5.605076345299672e9 + 0.0im, -5.6050764282302475e9 + 0.0im]
│ vs = Vector{ComplexF64}[[4.130578829232421e-10 + 1.1352556264845881e-13im, -0.0002315380694432876 - 5.5532493048460196e-8im, 2.2930174498908974e-17 - 1.7839738957214392e-6im, -1.2857886657518039e-11 + 0.9999999731934679im], [4.130578829232421e-10 - 1.1352556264845881e-13im, -0.0002315380694432876 + 5.5532493048460196e-8im, 2.2930174498908974e-17 + 1.7839738957214392e-6im, -1.2857886657518039e-11 - 0.9999999731934679im], [-0.9997093223211387 + 0.0im, -1.7834553817897784e-6 + 0.0im, -0.02410955953616139 + 0.0im, -4.301082600228481e-8 + 0.0im], [0.9997093223063378 + 0.0im, 1.783455382527578e-6 + 0.0im, -0.02410956014989247 + 0.0im, -4.301082706550767e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.605076386747119e9 -9999.310225983785 27509.907214766812 0.05040653887285651; -9999.310225983785 -0.017838821045661143 0.05040653887285651 9.23601501562655e-8; 1.0 0.0 -5.605076386747119e9 -9999.310225983785; 0.0 1.0 -9999.310225983785 -0.017838821045661143]
│ λs = ComplexF64[-3.994770700635175e-7 + 0.00033577084214297785im, -3.994770700635175e-7 - 0.00033577084214297785im, -5.605076220903663e9 + 0.0im, -5.605076552626254e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-2.1246404141643483e-13 + 5.99006439155209e-10im, -1.3909302432058013e-8 - 0.0003357708453395256im, 1.7839738430362999e-6 - 8.276709652201491e-18im, -0.9999999436273774 + 4.670338361921836e-12im], [-2.1246404141643483e-13 - 5.99006439155209e-10im, -1.3909302432058013e-8 + 0.0003357708453395256im, 1.7839738430362999e-6 + 8.276709652201491e-18im, -0.9999999436273774 - 4.670338361921836e-12im], [0.9999818251823884 + 0.0im, 1.7839415188733664e-6 + 0.0im, 0.006029038208287841 + 0.0im, 1.0755647227798192e-8 + 0.0im], [-0.9999818251826175 + 0.0im, -1.7839415217227276e-6 + 0.0im, 0.006029038170301989 + 0.0im, 1.0755646873389443e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.840814674457494e9 -9998.47904057866 34806.729808708755 0.06010752771054678; -9998.47904057866 -0.017115920073024826 0.06010752771054678 1.0379932005477247e-7; 1.0 0.0 -5.840814674457494e9 -9998.47904057866; 0.0 1.0 -9998.47904057866 -0.017115920073024826]
│ λs = ComplexF64[-2.2133938291620494e-7 + 0.00014056816287852614im, -2.2133938291620494e-7 - 0.00014056816287852614im, -5.840814487908999e9 + 0.0im, -5.8408148610402155e9 + 0.0im]
│ vs = Vector{ComplexF64}[[2.406287020209431e-10 + 1.7140694245909582e-13im, -0.00014056814524343142 - 4.767642608483058e-8im, 1.1464839095270721e-17 - 1.7118295133144263e-6im, -6.70178686444688e-12 + 0.9999999901188317im], [2.406287020209431e-10 - 1.7140694245909582e-13im, -0.00014056814524343142 + 4.767642608483058e-8im, 1.1464839095270721e-17 + 1.7118295133144263e-6im, -6.70178686444688e-12 - 0.9999999901188317im], [0.9999856352714114 + 0.0im, 1.7118049397547408e-6 + 0.0im, 0.0053599671548454205 + 0.0im, 9.175350099016881e-9 + 0.0im], [0.9999856352715599 + 0.0im, 1.7118049406580641e-6 + 0.0im, -0.005359967127132838 + 0.0im, -9.175350018108294e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-5.984588409154112e9 -9999.191452572819 40334.125940363236 0.06829946872029301; -9999.191452572819 -0.016707074242743685 0.06829946872029301 1.1565435766158751e-7; 1.0 0.0 -5.984588409154112e9 -9999.191452572819; 0.0 1.0 -9999.191452572819 -0.016707074242743685]
│ λs = ComplexF64[-1.1232882548964982e-7 + 0.0002445538719457532im, -1.1232882548964982e-7 - 0.0002445538719457532im, -5.984588208337068e9 + 0.0im, -5.984588610004573e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-3.6383240780498045e-13 + 4.086062950934148e-10im, 1.2687022060697828e-7 - 0.00024455382311642604im, 1.6708235334763212e-6 + 5.1815147781332064e-17im, -0.9999999700953097 - 3.102659847250243e-11im], [-3.6383240780498045e-13 - 4.086062950934148e-10im, 1.2687022060697828e-7 + 0.00024455382311642604im, 1.6708235334763212e-6 - 5.1815147781332064e-17im, -0.9999999700953097 + 3.102659847250243e-11im], [-0.9999876037569649 + 0.0im, -1.670802871231545e-6 + 0.0im, -0.004979189654147074 + 0.0im, -8.319347760252276e-9 + 0.0im], [-0.9999876037568538 + 0.0im, -1.6708028726808997e-6 + 0.0im, 0.0049791896764637775 + 0.0im, 8.319347340254377e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.032901447731383e9 -9999.841460372036 392.63610162236455 0.0006924518222592346; -9999.841460372036 -0.016575424476851355 0.0006924518222592346 1.2212059058474083e-9; 1.0 0.0 -6.032901447731383e9 -9999.841460372036; 0.0 1.0 -9999.841460372036 -0.016575424476851355]
│ λs = ComplexF64[-4.816655981870426e-7 + 0.00047283036802686613im, -4.816655981870426e-7 - 0.00047283036802686613im, -6.032901427932903e9 + 0.0im, -6.032901467563008e9 + 0.0im]
│ vs = Vector{ComplexF64}[[7.837405115743882e-10 + 3.447103713583033e-13im, -0.0004728304228756962 - 2.0383703019932753e-7im, 1.597355907755841e-16 - 1.65755075373121e-6im, -9.638035982913011e-11 + 0.9999998882142946im], [7.837405115743882e-10 - 3.447103713583033e-13im, -0.0004728304228756962 + 2.0383703019932753e-7im, 1.597355907755841e-16 + 1.65755075373121e-6im, -9.638035982913011e-11 - 0.9999998882142946im], [-0.9987289829305365 + 0.0im, -1.6554441633555468e-6 + 0.0im, -0.050402565924640284 + 0.0im, -8.354482044711786e-8 + 0.0im], [0.9987289828817718 + 0.0im, 1.655444163973542e-6 + 0.0im, -0.05040256689091758 + 0.0im, -8.35448221124524e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.130110215403522e9 -9999.357817500972 6516.668654573254 0.01077618157683217; -9999.357817500972 -0.016310982263370702 0.01077618157683217 1.7819854826493652e-8; 1.0 0.0 -6.130110215403522e9 -9999.357817500972; 0.0 1.0 -9999.357817500972 -0.016310982263370702]
│ λs = ComplexF64[-2.1380535699396465e-7 + 0.0001504278789650554im, -2.1380535699396465e-7 - 0.0001504278789650554im, -6.130110134693947e9 + 0.0im, -6.130110296145724e9 + 0.0im]
│ vs = Vector{ComplexF64}[[2.45376054944335e-10 + 9.435590600948701e-14im, -0.0001504278863177406 - 4.3222835560685624e-8im, 1.065000616961279e-17 - 1.6311872629835826e-6im, -6.50191989956311e-12 + 0.999999988684394im], [2.45376054944335e-10 - 9.435590600948701e-14im, -0.0001504278863177406 + 4.3222835560685624e-8im, 1.065000616961279e-17 + 1.6311872629835826e-6im, -6.50191989956311e-12 - 0.999999988684394im], [0.9999232825010483 + 0.0im, 1.6310621411473864e-6 + 0.0im, 0.012386650462043973 + 0.0im, 2.0204946799538305e-8 + 0.0im], [0.9999232825054649 + 0.0im, 1.6310621417437552e-6 + 0.0im, -0.012386650105512898 + 0.0im, -2.0204946008680583e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.228095903765788e9 -9999.371870996492 1583.4660058249633 0.002573319388996098; -9999.371870996492 -0.016054393198535917 0.002573319388996098 4.181948114720213e-9; 1.0 0.0 -6.228095903765788e9 -9999.371870996492; 0.0 1.0 -9999.371870996492 -0.016054393198535917]
│ λs = ComplexF64[-1.9255746819960834e-7 + 0.00013670885905337318im, -1.9255746819960834e-7 - 0.00013670885905337318im, -6.228095863989041e9 + 0.0im, -6.228095943574646e9 + 0.0im]
│ vs = Vector{ComplexF64}[[7.95344655825535e-14 + 2.1948967075422143e-10im, -5.2451815737986074e-8 - 0.0001367088590123661im, 1.6055263009670908e-6 - 1.1523411134060141e-17im, -0.9999999906540543 + 7.170627954191061e-12im], [7.95344655825535e-14 - 2.1948967075422143e-10im, -5.2451815737986074e-8 + 0.0001367088590123661im, 1.6055263009670908e-6 + 1.1523411134060141e-17im, -0.9999999906540543 - 7.170627954191061e-12im], [-0.999684386242062 + 0.0im, -1.6050195895221015e-6 + 0.0im, -0.025122259079429804 + 0.0im, -4.0334448167659034e-8 + 0.0im], [-0.9996843862443956 + 0.0im, -1.6050195897799391e-6 + 0.0im, 0.02512225898657685 + 0.0im, 4.033444778173928e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.228095903765788e9 -9999.371870996492 25335.456093199413 0.04117311022393757; -9999.371870996492 -0.016054393198535917 0.04117311022393757 6.691116983552341e-8; 1.0 0.0 -6.228095903765788e9 -9999.371870996492; 0.0 1.0 -9999.371870996492 -0.016054393198535917]
│ λs = ComplexF64[-1.9758962417546465e-7 + 0.0002435487740610455im, -1.9758962417546465e-7 - 0.0002435487740610455im, -6.228095744610644e9 + 0.0im, -6.228096062953043e9 + 0.0im]
│ vs = Vector{ComplexF64}[[3.9102395557119727e-10 + 1.7208441973910055e-13im, -0.00024354876755082537 - 5.764212990255757e-8im, 2.260044541749431e-17 - 1.605526268443343e-6im, -1.403867004741953e-11 + 0.9999999703407079im], [3.9102395557119727e-10 - 1.7208441973910055e-13im, -0.00024354876755082537 + 5.764212990255757e-8im, 2.260044541749431e-17 + 1.605526268443343e-6im, -1.403867004741953e-11 - 0.9999999703407079im], [-0.9999802653831849 + 0.0im, -1.6054946311319438e-6 + 0.0im, -0.00628242322656257 + 0.0im, -1.0086595896511414e-8 + 0.0im], [0.9999802653830246 + 0.0im, 1.6054946320887997e-6 + 0.0im, -0.006282423252033417 + 0.0im, -1.0086595775033336e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.277380093205725e9 -9999.846955067711 380.4537686614445 0.0006342495611709007; -9999.846955067711 -0.015929855204354384 0.0006342495611709007 1.0573492470867113e-9; 1.0 0.0 -6.277380093205725e9 -9999.846955067711; 0.0 1.0 -9999.846955067711 -0.015929855204354384]
│ λs = ComplexF64[-2.0088548256677274e-7 + 0.00023953064957819256im, -2.0088548256677274e-7 - 0.00023953064957819256im, -6.277380073716431e9 + 0.0im, -6.277380112726878e9 + 0.0im]
│ vs = Vector{ComplexF64}[[4.553258811657024e-14 + 3.815715951974411e-10im, -3.138613141606683e-8 - 0.00023953065948156732im, 1.5929968426246614e-6 - 1.1950301470610742e-17im, -0.999999971311262 + 7.517940995216063e-12im], [4.553258811657024e-14 - 3.815715951974411e-10im, -3.138613141606683e-8 + 0.00023953065948156732im, 1.5929968426246614e-6 + 1.1950301470610742e-17im, -0.999999971311262 - 7.517940995216063e-12im], [0.9986883650262238 + 0.0im, 1.590907457566437e-6 + 0.0im, 0.05120106989810095 + 0.0im, 8.156314503762925e-8 + 0.0im], [-0.9986883650217976 + 0.0im, -1.5909074579992504e-6 + 0.0im, 0.05120106998444113 + 0.0im, 8.156314516621563e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.376531162603184e9 -9999.382760009332 6261.306402414513 0.009916736525481713; -9999.382760009332 -0.01568068675679691 0.009916736525481713 1.570625313559166e-8; 1.0 0.0 -6.376531162603184e9 -9999.382760009332; 0.0 1.0 -9999.382760009332 -0.01568068675679691]
│ λs = ComplexF64[-2.7034941582020755e-7 + 0.0007182096113501448im, -2.7034941582020755e-7 - 0.0007182096113501448im, -6.37653108349045e9 + 0.0im, -6.376531241747277e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-1.126262891920668e-9 + 1.5453610613391788e-13im, 0.0007182093735793349 - 1.0838412003999487e-7im, 1.2208794088544583e-16 + 1.5681535817657632e-6im, -7.784251102862724e-11 - 0.9999997420863791im], [-1.126262891920668e-9 - 1.5453610613391788e-13im, 0.0007182093735793349 + 1.0838412003999487e-7im, 1.2208794088544583e-16 - 1.5681535817657632e-6im, -7.784251102862724e-11 + 0.9999997420863791im], [0.9999201540264528 + 0.0im, 1.5680287750550071e-6 + 0.0im, 0.012636675561859271 + 0.0im, 1.9816253134935513e-8 + 0.0im], [0.9999201540345579 + 0.0im, 1.5680287754481388e-6 + 0.0im, -0.012636674920530184 + 0.0im, -1.9816252161755643e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.6024616850207615e9 -9999.084210957339 57057.41316575279 0.08682468187797682; -9999.084210957339 -0.015143178702407726 0.08682468187797682 1.321217518451516e-7; 1.0 0.0 -6.6024616850207615e9 -9999.084210957339; 0.0 1.0 -9999.084210957339 -0.015143178702407726]
│ λs = ComplexF64[-8.983681333080576e-8 + 0.00026629384253816545im, -8.983681333080576e-8 - 0.00026629384253816545im, -6.6024614461690035e9 + 0.0im, -6.6024619239028015e9 + 0.0im]
│ vs = Vector{ComplexF64}[[4.0328810751744675e-10 + 1.6954106440156616e-13im, -0.00026629381468464225 - 7.048783917662504e-8im, 2.840073017130597e-17 - 1.5144478427416366e-6im, -1.8770476248623422e-11 + 0.9999999645426519im], [4.0328810751744675e-10 - 1.6954106440156616e-13im, -0.00026629381468464225 + 7.048783917662504e-8im, 2.840073017130597e-17 + 1.5144478427416366e-6im, -1.8770476248623422e-11 - 0.9999999645426519im], [0.9999912370135693 + 0.0im, 1.5144346250039751e-6 + 0.0im, 0.004186393887112422 + 0.0im, 6.340075403377468e-9 + 0.0im], [0.9999912370135494 + 0.0im, 1.5144346254848662e-6 + 0.0im, -0.00418639389181977 + 0.0im, -6.340075450506381e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.653202600754687e9 -9999.856745998735 5647.864147102505 0.008728996120889154; -9999.856745998735 -0.015030006221676401 0.008728996120889154 1.349100674059025e-8; 1.0 0.0 -6.653202600754687e9 -9999.856745998735; 0.0 1.0 -9999.856745998735 -0.015030006221676401]
│ λs = ComplexF64[-1.6843071520968574e-7 + 0.000270220845444047im, -1.6843071520968574e-7 - 0.000270220845444047im, -6.653202525617383e9 + 0.0im, -6.65320267592205e9 + 0.0im]
│ vs = Vector{ComplexF64}[[4.061456864217961e-10 + 1.9074986815775796e-13im, -0.00027022082481746915 - 1.0281811829715437e-7im, 4.1755534691195e-17 - 1.503013958931371e-6im, -2.778359772879612e-11 + 0.9999999634892174im], [4.061456864217961e-10 - 1.9074986815775796e-13im, -0.00027022082481746915 + 1.0281811829715437e-7im, 4.1755534691195e-17 + 1.503013958931371e-6im, -2.778359772879612e-11 - 0.9999999634892174im], [-0.9999114825734274 + 0.0im, -1.5028809702597823e-6 + 0.0im, -0.01330514996346856 + 0.0im, -1.999782688798463e-8 + 0.0im], [0.9999114825641086 + 0.0im, 1.5028809712868741e-6 + 0.0im, -0.013305150663787865 + 0.0im, -1.9997827882523283e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.755267122740135e9 -9999.784602726413 3235.93108833279 0.004867083663448726; -9999.784602726413 -0.014802697724186424 0.004867083663448726 7.3204597812415774e-9; 1.0 0.0 -6.755267122740135e9 -9999.784602726413; 0.0 1.0 -9999.784602726413 -0.014802697724186424]
│ λs = ComplexF64[-1.0943271172020616e-7 + 0.0001264889434016415im, -1.0943271172020616e-7 - 0.0001264889434016415im, -6.755267065869714e9 + 0.0im, -6.755267179640163e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-1.872408830419034e-10 - 6.6156498682024e-14im, 0.0001264889426414581 + 3.7025189247863466e-8im, -6.908979744234861e-18 + 1.480294463716749e-6im, 4.683277071406084e-12 - 0.9999999919991773im], [-1.872408830419034e-10 + 6.6156498682024e-14im, 0.0001264889426414581 - 3.7025189247863466e-8im, -6.908979744234861e-18 - 1.480294463716749e-6im, 4.683277071406084e-12 + 0.9999999919991773im], [-0.9998455208826209 + 0.0im, -1.4800658007713455e-6 + 0.0im, -0.01757652891696036 + 0.0im, -2.6018438657477577e-8 + 0.0im], [0.999845520872801 + 0.0im, 1.4800658011379685e-6 + 0.0im, -0.017576529475575448 + 0.0im, -2.6018439480170186e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.806590728991662e9 -9999.857338192409 5728.185081900529 0.00860361104295569; -9999.857338192409 -0.014691291125829418 0.00860361104295569 1.2922439118169976e-8; 1.0 0.0 -6.806590728991662e9 -9999.857338192409; 0.0 1.0 -9999.857338192409 -0.014691291125829418]
│ λs = ComplexF64[-9.720875631843579e-8 + 0.0001385356528935266im, -9.720875631843579e-8 - 0.0001385356528935266im, -6.806590653321561e9 + 0.0im, -6.806590804691151e9 + 0.0im]
│ vs = Vector{ComplexF64}[[3.790550789510615e-15 + 2.0352873231548652e-10im, -2.1475082767619114e-8 - 0.00013853565462106733im, 1.4691433112903645e-6 - 4.364417704042353e-18im, -0.9999999904028567 + 2.9750646797456134e-12im], [3.790550789510615e-15 - 2.0352873231548652e-10im, -2.1475082767619114e-8 + 0.00013853565462106733im, 1.4691433112903645e-6 + 4.364417704042353e-18im, -0.9999999904028567 - 2.9750646797456134e-12im], [0.9999127236953639 + 0.0im, 1.4690151035976826e-6 + 0.0im, 0.01321154759901988 + 0.0im, 1.9409657038803386e-8 + 0.0im], [-0.9999127236974245 + 0.0im, -1.469015104333169e-6 + 0.0im, 0.013211547443059003 + 0.0im, 1.940965666188982e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-6.883940319942444e9 -9999.822840261215 557.8567933943414 0.0008232470318929985; -9999.822840261215 -0.014526110770108047 0.0008232470318929985 1.214891856737773e-9; 1.0 0.0 -6.883940319942444e9 -9999.822840261215; 0.0 1.0 -9999.822840261215 -0.014526110770108047]
│ λs = ComplexF64[-7.54894383388509e-8 + 2.9106096398004364e-5im, -7.54894383388509e-8 - 2.9106096398004364e-5im, -6.88394029633797e9 + 0.0im, -6.883940343575971e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-4.2280408862847876e-11 - 1.9496557146503335e-14im, 2.91060967700132e-5 + 1.214742767485788e-8im, -5.157471119268128e-19 + 1.4526306696457242e-6im, 3.535642110913417e-13 - 0.9999999995753628im], [-4.2280408862847876e-11 + 1.9496557146503335e-14im, 2.91060967700132e-5 - 1.214742767485788e-8im, -5.157471119268128e-19 - 1.4526306696457242e-6im, 3.535642110913417e-13 + 0.9999999995753628im], [0.9991049151885588 + 0.0im, 1.451330442340127e-6 + 0.0im, 0.042300927223320524 + 0.0im, 6.144762425535494e-8 + 0.0im], [0.9991049152264035 + 0.0im, 1.4513304425142499e-6 + 0.0im, -0.042300926329461246 + 0.0im, -6.14476229707922e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.06612221283726e9 -9999.344314652111 125215.7667838384 0.17775716367002012; -9999.344314652111 -0.014150227278542487 0.17775716367002012 2.523452920314555e-7; 1.0 0.0 -7.06612221283726e9 -9999.344314652111; 0.0 1.0 -9999.344314652111 -0.014150227278542487]
│ λs = ComplexF64[-2.7874572748575634e-7 + 0.0005804748099987733im, -2.7874572748575634e-7 - 0.0005804748099987733im, -7.066121858993e9 + 0.0im, -7.066122566709822e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-1.4049987742518772e-13 + 8.214360314370837e-10im, 4.2957906454255124e-8 - 0.0005804747996926852im, 1.4151103435487435e-6 + 3.541421694810655e-17im, -0.9999998315234871 - 2.493598643543704e-11im], [-1.4049987742518772e-13 - 8.214360314370837e-10im, 4.2957906454255124e-8 + 0.0005804747996926852im, 1.4151103435487435e-6 - 3.541421694810655e-17im, -0.9999998315234871 + 2.493598643543704e-11im], [0.999996006915312 + 0.0im, 1.4151049306598036e-6 + 0.0im, 0.0028259779597084333 + 0.0im, 3.999071325743885e-9 + 0.0im], [-0.99999600691528 + 0.0im, -1.4151049311146294e-6 + 0.0im, 0.00282597797103751 + 0.0im, 3.999071325570667e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.144928530082039e9 -9999.830274856948 531.2462292223956 0.0007514689258840989; -9999.830274856948 -0.013995511075144827 0.0007514689258840989 1.0629826914649002e-9; 1.0 0.0 -7.144928530082039e9 -9999.830274856948; 0.0 1.0 -9999.830274856948 -0.013995511075144827]
│ λs = ComplexF64[5.826147762927191e-8 + 4.470740718519602e-5im, 5.826147762927191e-8 - 4.470740718519602e-5im, -7.14492850704726e9 + 0.0im, -7.144928553144809e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-1.457827253554568e-13 + 6.257115996938803e-11im, 1.0351791052132242e-7 - 4.470740539879593e-5im, 1.3995703699689003e-6 + 6.478843550960602e-18im, -0.9999999989996392 - 4.628017206051156e-12im], [-1.457827253554568e-13 - 6.257115996938803e-11im, 1.0351791052132242e-7 + 4.470740539879593e-5im, 1.3995703699689003e-6 - 6.478843550960602e-18im, -0.9999999989996392 + 4.628017206051156e-12im], [-0.9990601439104988 + 0.0im, -1.3982549763434134e-6 + 0.0im, -0.04334545936513556 + 0.0im, -6.066502046596962e-8 + 0.0im], [-0.9990601439314037 + 0.0im, -1.3982549764544221e-6 + 0.0im, 0.04334545888330052 + 0.0im, 6.066502020924918e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.171294417583227e9 -9999.796983280647 3050.156085257235 0.004289505890875383; -9999.796983280647 -0.01394396129705828 0.004289505890875383 6.032432529203785e-9; 1.0 0.0 -7.171294417583227e9 -9999.796983280647; 0.0 1.0 -9999.796983280647 -0.01394396129705828]
│ λs = ComplexF64[-4.811864391324748e-8 + 9.204914333923993e-5im, -4.811864391324748e-8 - 9.204914333923993e-5im, -7.171294362368947e9 + 0.0im, -7.171294472825396e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-5.76243459687268e-15 + 1.2835517420161176e-10im, 4.309502754651362e-10 - 9.204914317579175e-5im, 1.3944200807604998e-6 + 4.72252404355126e-20im, -0.9999999957625054 - 3.966860612778303e-14im], [-5.76243459687268e-15 - 1.2835517420161176e-10im, 4.309502754651362e-10 + 9.204914317579175e-5im, 1.3944200807604998e-6 - 4.72252404355126e-20im, -0.9999999957625054 + 3.966860612778303e-14im], [0.9998361142180381 + 0.0im, 1.3941915610441782e-6 + 0.0im, 0.018103720706801187 + 0.0im, 2.5244191697548668e-8 + 0.0im], [-0.9998361142266441 + 0.0im, -1.3941915612382284e-6 + 0.0im, 0.01810372023151591 + 0.0im, 2.5244191229910248e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.30385221823618e9 -9999.699031746071 6821.7373340504155 0.009381850338616585; -9999.699031746071 -0.013690618254823407 0.009381850338616585 1.2902741848012293e-8; 1.0 0.0 -7.30385221823618e9 -9999.699031746071; 0.0 1.0 -9999.699031746071 -0.013690618254823407]
│ λs = ComplexF64[-2.8095739259857216e-8 + 0.00011747526746193285im, -2.8095739259857216e-8 - 0.00011747526746193285im, -7.303852135656079e9 + 0.0im, -7.303852300843666e9 + 0.0im]
│ vs = Vector{ComplexF64}[[1.608352912402973e-10 + 5.681493144872596e-14im, -0.00011747525548386111 - 3.7293960697404316e-8im, 6.0018322731438816e-18 - 1.3690993004517927e-6im, -4.381117586500349e-12 + 0.9999999930988441im], [1.608352912402973e-10 - 5.681493144872596e-14im, -0.00011747525548386111 + 3.7293960697404316e-8im, 6.0018322731438816e-18 + 1.3690993004517927e-6im, -4.381117586500349e-12 - 0.9999999930988441im], [0.9999267129740118 + 0.0im, 1.3689989726871148e-6 + 0.0im, 0.012106555212516768 + 0.0im, 1.6575076421061546e-8 + 0.0im], [0.9999267129716684 + 0.0im, 1.3689989728045407e-6 + 0.0im, -0.012106555406073114 + 0.0im, -1.657507661741056e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.383969589145551e9 -9999.835568756343 2060.6107255608163 0.0028103830042440605; -9999.835568756343 -0.013542439511293834 0.0028103830042440605 3.8329668639350995e-9; 1.0 0.0 -7.383969589145551e9 -9999.835568756343; 0.0 1.0 -9999.835568756343 -0.013542439511293834]
│ λs = ComplexF64[6.191276320236792e-8 + 0.0002373735255061688im, 6.191276320236792e-8 - 0.0002373735255061688im, -7.383969543765136e9 + 0.0im, -7.383969634553056e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-1.5060182952336774e-13 + 3.2146611829577076e-10im, 1.091400905206541e-7 - 0.00023737350731601166im, 1.3542627939320563e-6 + 3.506034308499692e-17im, -0.9999999718259863 - 2.5906966892932926e-11im], [-1.5060182952336774e-13 - 3.2146611829577076e-10im, 1.091400905206541e-7 + 0.00023737350731601166im, 1.3542627939320563e-6 - 3.506034308499692e-17im, -0.9999999718259863 + 2.5906966892932926e-11im], [-0.999757441671402 + 0.0im, -1.3539343445147546e-6 + 0.0im, -0.022024028260502267 + 0.0im, -2.9826323432768613e-8 + 0.0im], [-0.9997574416615547 + 0.0im, -1.3539343446135864e-6 + 0.0im, 0.02202402870751601 + 0.0im, 2.982632301708889e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.633749237752569e9 -9999.646908723995 156947.25242911617 0.205986525843988; -9999.646908723995 -0.013098823221466561 0.205986525843988 2.7034846531282396e-7; 1.0 0.0 -7.633749237752569e9 -9999.646908723995; 0.0 1.0 -9999.646908723995 -0.013098823221466561]
│ λs = ComplexF64[-2.5474621963842857e-8 + 0.00010370287530602934im, -2.5474621963842857e-8 - 0.00010370287530602934im, -7.633748841599756e9 + 0.0im, -7.6337496339315815e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-6.463139193181187e-14 + 1.3584309487846272e-10im, 9.581757887122677e-9 - 0.00010370287386348323im, 1.3099260328275884e-6 + 1.2917689300389085e-18im, -0.9999999946219995 - 9.93655888635852e-13im], [-6.463139193181187e-14 - 1.3584309487846272e-10im, 9.581757887122677e-9 + 0.00010370287386348323im, 1.3099260328275884e-6 - 1.2917689300389085e-18im, -0.9999999946219995 + 9.93655888635852e-13im], [0.9999968142270559 + 0.0im, 1.3099218668859042e-6 + 0.0im, 0.002524189775643747 + 0.0im, 3.3065022168670212e-9 + 0.0im], [-0.9999968142270356 + 0.0im, -1.3099218670802671e-6 + 0.0im, 0.00252418978370587 + 0.0im, 3.3065016586483803e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.729343896325573e9 -9999.834388974834 34992.535374773244 0.0454185526106312; -9999.834388974834 -0.012937302918109904 0.0454185526106312 5.895099909599054e-8; 1.0 0.0 -7.729343896325573e9 -9999.834388974834; 0.0 1.0 -9999.834388974834 -0.012937302918109904]
│ λs = ComplexF64[-1.7491065274799193e-7 + 0.00040166417798512743im, -1.7491065274799193e-7 - 0.00040166417798512743im, -7.729343709275564e9 + 0.0im, -7.729344083401454e9 + 0.0im]
│ vs = Vector{ComplexF64}[[1.3032359987995203e-14 + 5.19652838760499e-10im, -2.4766895145855727e-8 - 0.00040166420172825865im, 1.2937493421444209e-6 - 1.290645722164638e-17im, -0.9999999193320939 + 9.94797592825808e-12im], [1.3032359987995203e-14 - 5.19652838760499e-10im, -2.4766895145855727e-8 + 0.00040166420172825865im, 1.2937493421444209e-6 + 1.290645722164638e-17im, -0.9999999193320939 - 9.94797592825808e-12im], [0.9999857115393367 + 0.0im, 1.2937309609313496e-6 + 0.0im, 0.005345719361533754 + 0.0im, 6.916021502894767e-9 + 0.0im], [-0.9999857115398915 + 0.0im, -1.2937309611360572e-6 + 0.0im, 0.005345719257759795 + 0.0im, 6.916021297036962e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.770495126500751e9 -9999.961133571958 121.81954783067913 0.00015870745713635311; -9999.961133571958 -0.012869114439368973 0.00015870745713635311 2.067653131145835e-10; 1.0 0.0 -7.770495126500751e9 -9999.961133571958; 0.0 1.0 -9999.961133571958 -0.012869114439368973]
│ λs = ComplexF64[-4.755612444700817e-8 + 0.00022965621623274862im, -4.755612444700817e-8 - 0.00022965621623274862im, -7.770495115476419e9 + 0.0im, -7.770495137550814e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-2.955478515870887e-10 - 5.973780498047532e-14im, 0.0002296562066651798 + 4.616133536528011e-8im, -1.363871275845193e-17 + 1.286914245147118e-6im, 1.0601237430767595e-11 - 0.9999999736281837im], [-2.955478515870887e-10 + 5.973780498047532e-14im, 0.0002296562066651798 - 4.616133536528011e-8im, -1.363871275845193e-17 - 1.286914245147118e-6im, 1.0601237430767595e-11 + 0.9999999736281837im], [0.995920660118449 + 0.0im, 1.281664518230051e-6 + 0.0im, 0.09023324635397138 + 0.0im, 1.1612245310720776e-7 + 0.0im], [-0.9959206611801926 + 0.0im, -1.2816645196143603e-6 + 0.0im, 0.09023323463531494 + 0.0im, 1.1612243817557544e-7 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.866939542078583e9 -9999.853367221922 27922.432190276504 0.03558050866400675; -9999.853367221922 -0.012711070112190258 0.03558050866400675 4.5338908450472024e-8; 1.0 0.0 -7.866939542078583e9 -9999.853367221922; 0.0 1.0 -9999.853367221922 -0.012711070112190258]
│ λs = ComplexF64[-2.8058738022998154e-7 + 0.0004276022762508341im, -2.8058738022998154e-7 - 0.0004276022762508341im, -7.866939374991344e9 + 0.0im, -7.866939709191243e9 + 0.0im]
│ vs = Vector{ComplexF64}[[9.554521480633141e-14 + 5.435355233056191e-10im, -8.405398038702216e-8 - 0.00042760238012338266im, 1.2711235923782837e-6 - 4.574320037074574e-17im, -0.9999999085772866 + 3.594168536467761e-11im], [9.554521480633141e-14 - 5.435355233056191e-10im, -8.405398038702216e-8 + 0.00042760238012338266im, 1.2711235923782837e-6 + 4.574320037074574e-17im, -0.9999999085772866 - 3.594168536467761e-11im], [0.9999820937555618 + 0.0im, 1.271100947656574e-6 + 0.0im, 0.005984326747981766 + 0.0im, 7.606819672779637e-9 + 0.0im], [-0.9999820937558163 + 0.0im, -1.2711009478382794e-6 + 0.0im, 0.005984326705472528 + 0.0im, 7.606819435617188e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.922317703181718e9 -9999.954123331432 690.9377601185025 0.0008778436145652641; -9999.954123331432 -0.012622471182635008 0.0008778436145652641 1.11530944770024e-9; 1.0 0.0 -7.922317703181718e9 -9999.954123331432; 0.0 1.0 -9999.954123331432 -0.012622471182635008]
│ λs = ComplexF64[9.765163503416472e-9 + 0.00011133710816615393im, 9.765163503416472e-9 - 0.00011133710816615393im, -7.922317676908589e9 + 0.0im, -7.922317729480094e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-3.878038535643554e-14 + 1.405353834099947e-10im, 3.011655286266901e-8 - 0.00011133710637174241im, 1.2622510782446383e-6 + 4.2230610159583195e-18im, -0.9999999938012277 - 3.3530898835233604e-12im], [-3.878038535643554e-14 - 1.405353834099947e-10im, 3.011655286266901e-8 + 0.00011133710637174241im, 1.2622510782446383e-6 - 4.2230610159583195e-18im, -0.9999999938012277 + 3.3530898835233604e-12im], [-0.9992771270356507 + 0.0im, -1.2613386387371354e-6 + 0.0im, -0.03801609372072791 + 0.0im, -4.7985856163096774e-8 + 0.0im], [-0.9992771274494845 + 0.0im, -1.261338639320321e-6 + 0.0im, 0.03801608284284725 + 0.0im, 4.798584124884811e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-7.950079620047985e9 -9999.969571407164 76.47922230932058 9.70556773737048e-5; -9999.969571407164 -0.01257843149685564 9.70556773737048e-5 1.2316815242145418e-10; 1.0 0.0 -7.950079620047985e9 -9999.969571407164; 0.0 1.0 -9999.969571407164 -0.01257843149685564]
│ λs = ComplexF64[-5.70765600061568e-8 + 0.00019571519788865274im, -5.70765600061568e-8 - 0.00019571519788865274im, -7.950079611315316e9 + 0.0im, -7.95007962880581e9 + 0.0im]
│ vs = Vector{ComplexF64}[[-1.806541027882247e-14 - 2.461794281615247e-10im, 1.4403855497224782e-8 + 0.0001957152010000579im, -1.2578451863078815e-6 + 3.5603177053262396e-18im, 0.999999980846989 - 2.819053421688339e-12im], [-1.806541027882247e-14 + 2.461794281615247e-10im, 1.4403855497224782e-8 - 0.0001957152010000579im, -1.2578451863078815e-6 - 3.5603177053262396e-18im, 0.999999980846989 + 2.819053421688339e-12im], [-0.9935256835037639 + 0.0im, -1.2497015223697505e-6 + 0.0im, -0.1136077295644856 + 0.0im, -1.4290093866390925e-7 + 0.0im], [-0.9935256942141993 + 0.0im, -1.2497015358819454e-6 + 0.0im, 0.11360763589922793 + 0.0im, 1.4290082044629906e-7 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-8.033656715905587e9 -9999.864074463245 24500.705355390837 0.030540207812810166; -9999.864074463245 -0.012447309391939566 0.030540207812810166 3.80684669980087e-8; 1.0 0.0 -8.033656715905587e9 -9999.864074463245; 0.0 1.0 -9999.864074463245 -0.012447309391939566]
│ λs = ComplexF64[-7.074948284898316e-8 + 0.00010195289257095252im, -7.074948284898316e-8 - 0.00010195289257095252im, -8.033656559390994e9 + 0.0im, -8.033656872445072e9 + 0.0im]
│ vs = Vector{ComplexF64}[[6.108366775352673e-14 + 1.269054818642723e-10im, -5.332177899219914e-8 - 0.0001019528934673893im, 1.2447462439419824e-6 - 6.7677359663044404e-18im, -0.9999999948020277 + 5.436309681835561e-12im], [6.108366775352673e-14 - 1.269054818642723e-10im, -5.332177899219914e-8 + 0.0001019528934673893im, 1.2447462439419824e-6 + 6.7677359663044404e-18im, -0.9999999948020277 - 5.436309681835561e-12im], [-0.9999795930416332 + 0.0im, -1.24472084892969e-6 + 0.0im, -0.006388544336568145 + 0.0im, -7.952116525755694e-9 + 0.0im], [-0.9999795930403987 + 0.0im, -1.244720849001164e-6 + 0.0im, 0.006388544529823866 + 0.0im, 7.95211687140247e-9 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-8.0896175675263195e9 -9999.955014300633 678.0650336600627 0.0008408588865862066; -9999.955014300633 -0.012361427671695567 0.0008408588865862066 1.0427372479812316e-9; 1.0 0.0 -8.0896175675263195e9 -9999.955014300633; 0.0 1.0 -9999.955014300633 -0.012361427671695567]
│ λs = ComplexF64[-4.4763839073082615e-7 + 0.00023470108153136166im, -4.4763839073082615e-7 - 0.00023470108153136166im, -8.089617541499021e9 + 0.0im, -8.089617593578341e9 + 0.0im]
│ vs = Vector{ComplexF64}[[5.259135065033781e-13 + 2.901250184950022e-10im, -4.255902766037156e-7 - 0.00023470110045658806im, 1.2361467839220893e-6 - 1.234524514064684e-16im, -0.9999999724568416 + 9.988650901345572e-11im], [5.259135065033781e-13 - 2.901250184950022e-10im, -4.255902766037156e-7 + 0.00023470110045658806im, 1.2361467839220893e-6 + 1.234524514064684e-16im, -0.9999999724568416 - 9.988650901345572e-11im], [-0.9992634234539408 + 0.0im, -1.2352363011642616e-6 + 0.0im, -0.03837460808374765 + 0.0im, -4.743664981390467e-8 + 0.0im], [-0.9992634234636443 + 0.0im, -1.2352363012026288e-6 + 0.0im, 0.03837460783107162 + 0.0im, 4.743664920279496e-8 + 0.0im]]
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:276
┌ Debug: hard case not implemented, falling back to dogleg
└ @ TrustRegionMethods /home/pkgeval/.julia/packages/TrustRegionMethods/wneoP/src/TrustRegionMethods.jl:308
┌ Debug: rightmost eigenvalue not real
│ M = [-8.117670829651384e9 -9999.97018946136 1198.3770843438624 0.001482222647282579; -9999.97018946136 -0.012318745695208116 0.001482222647282579 1.83329938866469e-9; 1.0 0.0 -8.117670829651384e9 -9999.97018946136; 0.0 1.0 -9999.97018946136 -0.012318745695208116]