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rename fieldname gen -> str
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@ -9,7 +9,7 @@ import Base: convert
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###############################################################################
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immutable AutSymbol <: GSymbol
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gen::String
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str::String
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pow::Int
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ex::Expr
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func::Function
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@ -68,27 +68,28 @@ function id_autsymbol()
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end
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function rmul_autsymbol(i, j; pow::Int=1)
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gen = "ϱ"*subscriptify(i)*subscriptify(j)
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return AutSymbol(gen, pow, :(ϱ($i, $j, $pow)), ϱ(i, j, pow))
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str = "ϱ"*subscriptify(i)*subscriptify(j)
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return AutSymbol(str, pow, :(ϱ($i, $j, $pow)), ϱ(i, j, pow))
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end
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function lmul_autsymbol(i, j; pow::Int=1)
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gen = "λ"*subscriptify(i)*subscriptify(j)
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return AutSymbol(gen, pow, :(λ($i, $j, $pow)), λ(i, j, pow))
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str = "λ"*subscriptify(i)*subscriptify(j)
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return AutSymbol(str, pow, :(λ($i, $j, $pow)), λ(i, j, pow))
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end
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function flip_autsymbol(i; pow::Int=1)
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gen = "ɛ"*subscriptify(i)
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str = "ɛ"*subscriptify(i)
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pow = (2+pow%2)%2
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return AutSymbol(gen, pow, :(ɛ($i, $pow)), ɛ(i, pow))
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return AutSymbol(str, pow, :(ɛ($i, $pow)), ɛ(i, pow))
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end
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function perm_autsymbol(p::perm; pow::Int=1)
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if p == parent(p)()
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return id_autsymbol()
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else
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gen = "σ"*join([subscriptify(i) for i in p.d])
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return AutSymbol(gen, 1, :(σ($(p.d), 1)), σ(p, 1))
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str = "σ"*join([subscriptify(i) for i in p.d])
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p = p^pow
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return AutSymbol(str, 1, :(σ($(p.d), 1)), σ(p, 1))
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end
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end
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@ -150,7 +151,7 @@ end
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#
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###############################################################################
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hash(s::AutSymbol, h::UInt) = hash(s.gen, hash(s.pow, hash(:AutSymbol, h)))
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hash(s::AutSymbol, h::UInt) = hash(s.str, hash(s.pow, hash(:AutSymbol, h)))
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function change_pow(s::AutSymbol, n::Int)
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if n == 0
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@ -188,7 +189,7 @@ generators(G::AutGroup) = [G(AutGroupElem(elt)) for elt in G.generators]
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#
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###############################################################################
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(==)(s::AutSymbol, t::AutSymbol) = s.gen == t.gen && s.pow == t.pow
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(==)(s::AutSymbol, t::AutSymbol) = s.str == t.str && s.pow == t.pow
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###############################################################################
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#
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