Compare with Uint64 values correctly.

Previously `-1 < typemax(Uint64)` was false.

j/int.j

@@ -104,7 +104,7 @@ convert(::Type{Unsigned}, x::Bool   ) = convert(Uint8,  x)
 convert(::Type{Unsigned}, x::Int8   ) = convert(Uint8,  x)
 convert(::Type{Unsigned}, x::Int16  ) = convert(Uint16, x)
 convert(::Type{Unsigned}, x::Int32  ) = convert(Uint32, x)
-convert(::Type{Unsigned}, x::Int64  ) = convert(Uint64, x) # LOSSY
+convert(::Type{Unsigned}, x::Int64  ) = convert(Uint64, x)
 convert(::Type{Unsigned}, x::Float32) = convert(Uint32, x)
 convert(::Type{Unsigned}, x::Float64) = convert(Uint64, x)
 
@@ -392,6 +392,25 @@ trailing_zeros(x::Uint64) = boxui64(cttz_int(unbox64(x)))
 <=(x::Uint32, y::Uint32) = ule_int(unbox32(x),unbox32(y))
 <=(x::Uint64, y::Uint64) = ule_int(unbox64(x),unbox64(y))
 
+# this would be unncessary if we had Signed:
+==(x::Unsigned, y::Uint64) = uint64(x) == y
+==(x::Uint64, y::Unsigned) = x == uint64(y)
+!=(x::Unsigned, y::Uint64) = uint64(x) != y
+!=(x::Uint64, y::Unsigned) = x != uint64(y)
+< (x::Unsigned, y::Uint64) = uint64(x) < y
+< (x::Uint64, y::Unsigned) = x < uint64(y)
+<=(x::Unsigned, y::Uint64) = uint64(x) <= y
+<=(x::Uint64, y::Unsigned) = x <= uint64(y)
+
+==(x::Integer, y::Uint64) = x <  0 ? false : uint64(x) == y
+==(x::Uint64, y::Integer) = y <  0 ? false : x == uint64(y)
+!=(x::Integer, y::Uint64) = x <  0 ? true  : uint64(x) != y
+!=(x::Uint64, y::Integer) = y <  0 ? true  : x != uint64(y)
+< (x::Integer, y::Uint64) = x <  0 ? true  : uint64(x) < y
+< (x::Uint64, y::Integer) = y <= 0 ? false : x < uint64(y)
+<=(x::Integer, y::Uint64) = x <= 0 ? true  : uint64(x) <= y
+<=(x::Uint64, y::Integer) = y <  0 ? false : x <= uint64(y)
+
 ## traits ##
 
 typemin(::Type{Int8  }) = int8(-128)

j/operators.j

@@ -20,8 +20,8 @@ isequal(x::Number, y::Number)  = hash(x)==hash(y) && x==y
 <=(x,y) = !(y < x)
 >=(x,y) = y <= x
 
-max(x, y) = x > y ? x : y
-min(x, y) = x < y ? x : y
+max(x,y) = x > y ? x : y
+min(x,y) = x < y ? x : y
 
 ## definitions providing basic traits of arithmetic operators ##
 
@@ -84,12 +84,12 @@ mod1{T<:Real}(x::T, y::T) = y-mod(y-x,y)
 cmp{T<:Real}(x::T, y::T) = sign(x-y)
 
 # transposed multiply
-aCb(a, b) = ctranspose(a)*b
-abC(a, b) = a*ctranspose(b)
-aCbC(a, b) = ctranspose(a)*ctranspose(b)
-aTb(a, b) = transpose(a)*b
-abT(a, b) = a*transpose(b)
-aTbT(a, b) = transpose(a)*transpose(b)
+aCb (a,b) = ctranspose(a)*b
+abC (a,b) = a*ctranspose(b)
+aCbC(a,b) = ctranspose(a)*ctranspose(b)
+aTb (a,b) = transpose(a)*b
+abT (a,b) = a*transpose(b)
+aTbT(a,b) = transpose(a)*transpose(b)
 
 oftype{T}(::Type{T},c) = convert(T,c)
 oftype{T}(x::T,c) = convert(T,c)

j/promotion.j

@@ -47,9 +47,9 @@ end
 |(x::Integer, y::Integer)   = |(promote(x,y)...)
 ($)(x::Integer, y::Integer) = ($)(promote(x,y)...)
 
+==(x::Number, y::Number) = (==)(promote(x,y)...)
 < (x::Real, y::Real)     = (< )(promote(x,y)...)
 <=(x::Real, y::Real)     = (<=)(promote(x,y)...)
-==(x::Number, y::Number) = (==)(promote(x,y)...)
 
 div(x::Real, y::Real) = div(promote(x,y)...)
 fld(x::Real, y::Real) = fld(promote(x,y)...)
@@ -72,5 +72,5 @@ no_op_err(name, T) = error(name," not defined for ",T)
 |{T<:Integer}(x::T, y::T) = no_op_err("|", T)
 ($){T<:Integer}(x::T, y::T) = no_op_err("\$", T)
 
-<{T<:Real}(x::T, y::T) = no_op_err("<", T)
 =={T<:Number}(x::T, y::T) = no_op_err("==", T)
+<{T<:Real}(x::T, y::T) = no_op_err("<", T)

test/core.j

@@ -256,6 +256,14 @@ end
 @assert (ComplexPair(1,2)/ComplexPair(2.5,3.0))*ComplexPair(2.5,3.0) == ComplexPair(1,2)
 @assert 0.7 < real(sqrt(ComplexPair(0,1))) < 0.707107
 
+for S = {Int8,  Int16,  Int32,  Int64},
+    U = {Uint8, Uint16, Uint32, Uint64}
+    @assert !(-one(S) == typemax(U))
+    @assert -one(S) != typemax(U)
+    @assert -one(S) <  typemax(U)
+    @assert !(typemax(U) <= -one(S))
+end
+
 # check type of constructed rationals
 int_types = {Int8, Uint8, Int16, Uint16, Int32, Uint32, Int64, Uint64}
 for N = int_types, D = int_types