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tests and imports for findlast, findprev
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@ -7,7 +7,7 @@ import AbstractAlgebra: order, gens, matrix_repr
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import Base: length, ==, hash, show, convert, eltype, iterate
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import Base: inv, reduce, *, ^, power_by_squaring
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import Base: findfirst, findnext, replace
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import Base: findfirst, findnext, findlast, findprev, replace
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import Base: deepcopy_internal
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using LinearAlgebra
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@ -36,7 +36,8 @@ end
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@test isa(Vector{FreeGroupElem}([s,t]), Vector{FreeGroupElem})
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@test length(FreeGroupElem(s)) == 1
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@test length(FreeGroupElem(t)) == 2
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@test Groups.FreeSymbol(:s, 1) != Groups.FreeSymbol(:s, 2)
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@test Groups.FreeSymbol(:s, 1) != Groups.FreeSymbol(:t, 1)
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end
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@testset "FreeGroup" begin
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@ -64,6 +65,8 @@ end
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@test w[end] == tt
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@test collect(ttinv) == [ttinv]
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@test Groups.GroupWord([tt, inv(tt)]) isa FreeGroupElem
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end
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@testset "internal arithmetic" begin
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@ -96,7 +99,7 @@ end
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@test o*p == one(parent(o*p))
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w = FreeGroupElem([o.symbols..., p.symbols...])
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w.parent = G
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@test Groups.reduce!(w).symbols ==Vector{Groups.FreeSymbol}([])
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@test Groups.syllables(Groups.reduce(w)) == Vector{Groups.FreeSymbol}([])
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end
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@testset "Group operations" begin
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@ -126,8 +129,14 @@ end
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c = s*t*s^-1*t^-1
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@test findfirst(s^-1*t^-1, c) == 3
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@test findnext(s^-1*t^-1, c*s^-1,3) == 3
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@test findnext(s^-1*t^-1, c*s^-1*t^-1,4) == 5
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@test findnext(s^-1*t^-1, c*s^-1*t^-1, 4) == 5
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@test findfirst(c, c*t) === nothing
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@test findlast(s^-1*t^-1, c) == 3
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@test findprev(s, s*t*s*t, 4) == 3
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@test findprev(s*t, s*t*s*t, 2) == 1
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@test findlast(t^2*s, c) === nothing
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w = s*t*s^-1
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subst = Dict{FreeGroupElem, FreeGroupElem}(w => s^1, s*t^-1 => t^4)
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@test Groups.replace(c, s*t=>one(G)) == s^-1*t^-1
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