cut some redundant tests

JuliaManifolds · Oct 22, 2023 · 2cc48b8 · 2cc48b8
1 parent 0d38cf3
commit 2cc48b8
Showing 1 changed file with 0 additions and 85 deletions.
diff --git a/test/manifolds/power_manifold.jl b/test/manifolds/power_manifold.jl
@@ -55,11 +55,8 @@ end
     @test Ms^(5,) === Ms1
     @test Mr^(5, 7) === Mr2
 
-    types_s1 = [Array{Float64,2}, HybridArray{Tuple{3,Dynamic()},Float64,2}]
     types_s2 = [Array{Float64,3}, HybridArray{Tuple{3,Dynamic(),Dynamic()},Float64,3}]
 
-    types_r1 = [Array{Float64,3}, HybridArray{Tuple{3,3,Dynamic()},Float64,3}]
-
     types_rn1 = [Vector{Matrix{Float64}}]
     TEST_STATIC_SIZED && push!(types_rn1, Vector{MMatrix{3,3,Float64,9}})
 
@@ -173,45 +170,6 @@ end
     trim(s::String) = s[1:min(length(s), 20)]
 
     basis_types = (DefaultOrthonormalBasis(), ProjectedOrthonormalBasis(:svd))
-    for T in types_s1
-        @testset "Type $(trim(string(T)))..." begin
-            pts1 = [convert(T, rand(power_s1_pt_dist)) for _ in 1:3]
-            @test injectivity_radius(Ms1, pts1[1]) == π
-            basis_diag = get_basis(
-                Ms1,
-                pts1[1],
-                DiagonalizingOrthonormalBasis(log(Ms1, pts1[1], pts1[2])),
-            )
-            basis_arb = get_basis(Ms1, pts1[1], DefaultOrthonormalBasis())
-            test_manifold(
-                Ms1,
-                pts1;
-                test_musical_isomorphisms=true,
-                test_injectivity_radius=false,
-                test_default_vector_transport=true,
-                test_project_point=true,
-                test_project_tangent=true,
-                vector_transport_methods=[
-                    ParallelTransport(),
-                    SchildsLadderTransport(),
-                    PoleLadderTransport(),
-                ],
-                test_vee_hat=true,
-                retraction_methods=retraction_methods,
-                inverse_retraction_methods=inverse_retraction_methods,
-                point_distributions=[power_s1_pt_dist],
-                tvector_distributions=[power_s1_tv_dist],
-                basis_types_to_from=(basis_diag, basis_arb, basis_types...),
-                rand_tvector_atol_multiplier=600.0,
-                retraction_atol_multiplier=12.0,
-                is_tangent_atol_multiplier=500.0,
-                exp_log_atol_multiplier=20 * prod(power_dimensions(Ms1)),
-                test_inplace=true,
-                test_rand_point=true,
-                test_rand_tvector=true,
-            )
-        end
-    end
     for T in types_s2
         @testset "Type $(trim(string(T)))..." begin
             pts2 = [convert(T, rand(power_s2_pt_dist)) for _ in 1:3]
@@ -234,29 +192,6 @@ end
         end
     end
 
-    for T in types_r1
-        @testset "Type $(trim(string(T)))..." begin
-            pts1 = [convert(T, rand(power_r1_pt_dist)) for _ in 1:3]
-            test_manifold(
-                Mr1,
-                pts1;
-                test_injectivity_radius=false,
-                test_musical_isomorphisms=true,
-                test_vee_hat=true,
-                retraction_methods=retraction_methods,
-                inverse_retraction_methods=inverse_retraction_methods,
-                point_distributions=[power_r1_pt_dist],
-                tvector_distributions=[power_r1_tv_dist],
-                basis_types_to_from=basis_types,
-                rand_tvector_atol_multiplier=8.0,
-                retraction_atol_multiplier=12,
-                is_tangent_atol_multiplier=12.0,
-                exp_log_atol_multiplier=2e2 * prod(power_dimensions(Mr2)),
-                test_inplace=true,
-            )
-        end
-    end
-
     for T in types_rn1
         @testset "Type $(trim(string(T)))..." begin
             pts1 = [convert(T, rand(power_rn1_pt_dist)) for _ in 1:3]
@@ -364,26 +299,6 @@ end
         """
     end
 
-    @testset "Power manifold of Circle" begin
-        pts_t = [[0.0, 1.0, 2.0], [1.0, 1.0, 2.4], [0.0, 2.0, 1.0]]
-        MT = PowerManifold(Circle(), 3)
-        @test representation_size(MT) == (3,)
-        @test pts_t[1][MT, 2] == 1.0
-        @test HybridVector{3}(pts_t[1])[MT, 2] == 1.0
-        test_manifold(
-            MT,
-            pts_t;
-            test_injectivity_radius=false,
-            test_musical_isomorphisms=true,
-            retraction_methods=retraction_methods,
-            inverse_retraction_methods=inverse_retraction_methods,
-            rand_tvector_atol_multiplier=5.0,
-            retraction_atol_multiplier=12,
-            is_tangent_atol_multiplier=12.0,
-            test_inplace=true,
-        )
-    end
-
     @testset "Atlas & Induced Basis" begin
         M = PowerManifold(Euclidean(2), NestedPowerRepresentation(), 2)
         p = [zeros(2), ones(2)]