kalmar/Groups.jl
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fix iteration over Automorphisms

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kalmarek 2020-11-10 17:03:10 +01:00
parent a8a14206d1
commit ad295fd436
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2 changed files with 10 additions and 5 deletions
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2
src/symbols.jl
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@ -1,7 +1,7 @@
change_pow(s::S, n::Integer) where S<:GSymbol = S(s.id, n) change_pow(s::S, n::Integer) where S<:GSymbol = S(s.id, n)
function Base.iterate(s::GS, i=1) where GS<:GSymbol function Base.iterate(s::GS, i=1) where GS<:GSymbol
return i <= abs(s.pow) ? (GS(s.id, sign(s.pow)), i+1) : nothing return i <= abs(s.pow) ? (change_pow(s, sign(s.pow)), i+1) : nothing
end end
Base.size(s::GSymbol) = (abs(s.pow), ) Base.size(s::GSymbol) = (abs(s.pow), )
Base.length(s::GSymbol) = first(size(s)) Base.length(s::GSymbol) = first(size(s))

13
test/AutGroup-tests.jl
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@ -142,12 +142,17 @@
@test (Groups.change_pow(f, -2)).pow == 1 @test (Groups.change_pow(f, -2)).pow == 1
@test (inv(f)).pow == 1 @test (inv(f)).pow == 1
f = Groups.AutSymbol(perm"(1,2)(3,4)") g = Groups.AutSymbol(perm"(1,2)(3,4)")
@test isa(inv(f), Groups.AutSymbol) @test isa(inv(g), Groups.AutSymbol)
@test_throws MethodError f*f @test_throws MethodError g*f
@test A(f)^-1 == A(inv(f)) @test A(g)^-1 == A(inv(g))
h = Groups.transvection_R(1,2)
@test collect(A(g)*A(h)) == [g, h]
@test collect(A(h)^2) == [h, h]
end end
@testset "reductions/arithmetic" begin @testset "reductions/arithmetic" begin