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‎test/commutative/mutable_arithmetics.jl‎

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#using Test
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#import MutableArithmetics as MA
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#
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#function all_tests(a, b, c, d, e, f, g)
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# a_copy = deepcopy(a)
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# b_copy = deepcopy(b)
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# c_copy = deepcopy(c)
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# d_copy = deepcopy(d)
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# e_copy = deepcopy(e)
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# f_copy = deepcopy(f)
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# g_copy = deepcopy(g)
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# @testset "Scalar" begin
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# MA.Test.scalar_test(a)
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# MA.Test.scalar_test(b)
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# MA.Test.scalar_test(c)
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# MA.Test.scalar_test(d)
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# MA.Test.scalar_test(e)
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# MA.Test.scalar_test(f)
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# MA.Test.scalar_test(g)
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# end
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# @test isequal(a, a_copy)
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# @test isequal(b, b_copy)
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# @test isequal(c, c_copy)
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# @test isequal(d, d_copy)
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# @test isequal(e, e_copy)
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# @testset "Quadratic" begin
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# MA.Test.quadratic_test(a, b, c, d)
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# MA.Test.quadratic_test(b, c, d, e)
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# MA.Test.quadratic_test(c, d, e, f)
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# MA.Test.quadratic_test(d, e, f, g)
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# MA.Test.quadratic_test(e, f, g, a)
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# MA.Test.quadratic_test(f, g, a, b)
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# MA.Test.quadratic_test(g, a, b, c)
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# end
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# @test isequal(a, a_copy)
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# @test isequal(b, b_copy)
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# @test isequal(c, c_copy)
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# @test isequal(d, d_copy)
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# @test isequal(e, e_copy)
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# @testset "Sparse" begin
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# MA.Test.sparse_test(a, b, [a b c; b c a; a b a])
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# end
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# @test isequal(a, a_copy)
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# @test isequal(b, b_copy)
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# @test isequal(c, c_copy)
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# @test isequal(d, d_copy)
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# @test isequal(e, e_copy)
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# @testset "Vector" begin
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# MA.Test.array_test([a, b, c])
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# MA.Test.array_test([b, c, d])
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# MA.Test.array_test([c, d, e])
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# MA.Test.array_test([d, e, a])
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# MA.Test.array_test([e, a, b])
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# end
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# @test isequal(a, a_copy)
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# @test isequal(b, b_copy)
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# @test isequal(c, c_copy)
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# @test isequal(d, d_copy)
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# @test isequal(e, e_copy)
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# @testset "Matrix" begin
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# MA.Test.array_test([a b; c d])
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# MA.Test.array_test([c e; e d])
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# MA.Test.array_test([a b c; b c a; a b a])
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# MA.Test.array_test([d b c; d c e; e b a])
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# end
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# @test isequal(a, a_copy)
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# @test isequal(b, b_copy)
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# @test isequal(c, c_copy)
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# @test isequal(d, d_copy)
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# @test isequal(e, e_copy)
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#end
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#
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#Mod.@polyvar x y
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#
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#@testset "MutableArithmetics with variables" begin
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# # Creating 7 different variables here gives a long compile time for TypedPolynomials
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# all_tests(x, y, x, y, x, y, x)
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#end
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#
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#@testset "MutableArithmetics with monomials" begin
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# a = x^2
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# b = y^2
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# c = x
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# d = x^2 * y
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# e = x^3
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# f = x^5
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# g = x^4
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# all_tests(a, b, c, d, e, f, g)
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#end
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#
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#@testset "MutableArithmetics with terms in $T" for T in [Int, BigInt]
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# if MA.mutability(T) isa MA.IsMutable &&
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# MA.mutability(typeof(x * y)) isa MA.IsMutable
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# @testset "Int" begin
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# MA.Test.int_test(
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# term_type(x, T),
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# exclude = ["int_add", "int_add_mul", "int_zero"],
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# )
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# end
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# end
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# a = T(2) * x^2
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# b = T(4) * y^2
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# c = T(3) * x
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# d = T(5) * x^2 * y
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# e = T(5) * x^3
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# f = T(1) * x^5
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# g = T(2) * x^4
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# all_tests(a, b, c, d, e, f, g)
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#end
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#
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#@testset "MutableArithmetics with polynomials in $T" for T in [Int, BigInt]
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# if MA.mutability(T) isa MA.IsMutable
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# @testset "Int" begin
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# MA.Test.int_test(polynomial_type(x, T))
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# end
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# end
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# a = T(2) * x^2 + T(3) * x * y + T(4) * y
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# b = T(4) * y^2 - T(1) * x * y + T(4) * x
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# c = T(1) * x^2 + T(3) * x - T(4)
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# d = T(5) * x^2 * y - T(3) * x + T(4) * y
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# e = T(5) * x^3 - T(3) * x + T(4)
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# f = x^5 + x^4 + x^2 + x + T(1)
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# g = T(2)x^4 + x^3
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# all_tests(a, b, c, d, e, f, g)
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#end
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using Test
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import MutableArithmetics as MA
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function all_tests(a, b, c, d, e, f, g)
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a_copy = deepcopy(a)
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b_copy = deepcopy(b)
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c_copy = deepcopy(c)
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d_copy = deepcopy(d)
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e_copy = deepcopy(e)
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f_copy = deepcopy(f)
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g_copy = deepcopy(g)
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@testset "Scalar" begin
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MA.Test.scalar_test(a)
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MA.Test.scalar_test(b)
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MA.Test.scalar_test(c)
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MA.Test.scalar_test(d)
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MA.Test.scalar_test(e)
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MA.Test.scalar_test(f)
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MA.Test.scalar_test(g)
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end
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@test isequal(a, a_copy)
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@test isequal(b, b_copy)
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@test isequal(c, c_copy)
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@test isequal(d, d_copy)
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@test isequal(e, e_copy)
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@testset "Quadratic" begin
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MA.Test.quadratic_test(a, b, c, d)
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MA.Test.quadratic_test(b, c, d, e)
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MA.Test.quadratic_test(c, d, e, f)
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MA.Test.quadratic_test(d, e, f, g)
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MA.Test.quadratic_test(e, f, g, a)
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MA.Test.quadratic_test(f, g, a, b)
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MA.Test.quadratic_test(g, a, b, c)
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end
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@test isequal(a, a_copy)
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@test isequal(b, b_copy)
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@test isequal(c, c_copy)
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@test isequal(d, d_copy)
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@test isequal(e, e_copy)
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@testset "Sparse" begin
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MA.Test.sparse_test(a, b, [a b c; b c a; a b a])
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end
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@test isequal(a, a_copy)
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@test isequal(b, b_copy)
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@test isequal(c, c_copy)
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@test isequal(d, d_copy)
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@test isequal(e, e_copy)
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@testset "Vector" begin
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MA.Test.array_test([a, b, c])
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MA.Test.array_test([b, c, d])
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MA.Test.array_test([c, d, e])
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MA.Test.array_test([d, e, a])
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MA.Test.array_test([e, a, b])
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end
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@test isequal(a, a_copy)
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@test isequal(b, b_copy)
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@test isequal(c, c_copy)
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@test isequal(d, d_copy)
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@test isequal(e, e_copy)
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@testset "Matrix" begin
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MA.Test.array_test([a b; c d])
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MA.Test.array_test([c e; e d])
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MA.Test.array_test([a b c; b c a; a b a])
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MA.Test.array_test([d b c; d c e; e b a])
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end
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@test isequal(a, a_copy)
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@test isequal(b, b_copy)
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@test isequal(c, c_copy)
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@test isequal(d, d_copy)
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@test isequal(e, e_copy)
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end
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Mod.@polyvar x y
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@testset "MutableArithmetics with variables" begin
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# Creating 7 different variables here gives a long compile time for TypedPolynomials
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all_tests(x, y, x, y, x, y, x)
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end
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@testset "MutableArithmetics with monomials" begin
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a = x^2
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b = y^2
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c = x
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d = x^2 * y
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e = x^3
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f = x^5
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g = x^4
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all_tests(a, b, c, d, e, f, g)
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end
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@testset "MutableArithmetics with terms in $T" for T in [Int, BigInt]
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if MA.mutability(T) isa MA.IsMutable &&
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MA.mutability(typeof(x * y)) isa MA.IsMutable
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@testset "Int" begin
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MA.Test.int_test(
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term_type(x, T),
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exclude = ["int_add", "int_add_mul", "int_zero"],
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)
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end
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end
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a = T(2) * x^2
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b = T(4) * y^2
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c = T(3) * x
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d = T(5) * x^2 * y
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e = T(5) * x^3
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f = T(1) * x^5
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g = T(2) * x^4
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all_tests(a, b, c, d, e, f, g)
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end
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@testset "MutableArithmetics with polynomials in $T" for T in [Int, BigInt]
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if MA.mutability(T) isa MA.IsMutable
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@testset "Int" begin
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MA.Test.int_test(polynomial_type(x, T))
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end
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end
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a = T(2) * x^2 + T(3) * x * y + T(4) * y
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b = T(4) * y^2 - T(1) * x * y + T(4) * x
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c = T(1) * x^2 + T(3) * x - T(4)
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d = T(5) * x^2 * y - T(3) * x + T(4) * y
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e = T(5) * x^3 - T(3) * x + T(4)
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f = x^5 + x^4 + x^2 + x + T(1)
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g = T(2)x^4 + x^3
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all_tests(a, b, c, d, e, f, g)
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end

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