Add convenient constructor for GeneriicQEDProcess and improve type stability
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@@ -65,17 +65,16 @@ struct FeynmanDiagram{N,E,U,T,M,FM} <: AbstractTreeLevelFeynmanDiagram where {N,
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@assert T == length(tauon_perm)
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N = E + U + T
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fm = FlatMatrix(structure)
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return new{N,E,U,T,M,typeof(fm)}(fm, NTuple{E,Int}(elec_perm), NTuple{U,Int}(muon_perm), NTuple{T,Int}(tauon_perm))
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return new{N,E,U,T,M,FlatMatrix{Int64,2 * N - 2 + M,N}}(FlatMatrix(structure), NTuple{E,Int}(elec_perm), NTuple{U,Int}(muon_perm), NTuple{T,Int}(tauon_perm))
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end
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end
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function virtual_particles(diagram::FeynmanDiagram{N,E,U,T,M,FM})
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function virtual_particles(diagram::FeynmanDiagram{N,E,U,T,M,FM}) where {N,E,U,T,M,FM}
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return NTuple{N,Tuple{QEDbase.AbstractParticleType,BitArray,BitArray}}()
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end
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function vertices(::AbstractTreeLevelFeynmanDiagram)
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function vertices(diagram::FeynmanDiagram{N,E,U,T,M,FM}) where {N,E,U,T,M,FM}
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return NTuple{N,VertexType}()
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end
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@@ -174,7 +173,8 @@ function Base.length(it::FeynmanDiagramIterator{E,U,T,M}) where {E,U,T,M}
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return factorial(M + 3 * N - 3, 2 * N - 1) * factorial(E) * factorial(U) * factorial(T)
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end
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function Base.iterate(iter::FeynmanDiagramIterator)
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function Base.iterate(iter::FeynmanDiagramIterator{E,U,T,M}) where {E,U,T,M}
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N = E + U + T
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f = FeynmanDiagram(iter.photon_structure, iter.e_perms[iter.e_index], iter.u_perms[iter.u_index], iter.t_perms[iter.t_index], iter.e, iter.u, iter.t, iter.m)
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return (
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f,
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@@ -182,7 +182,7 @@ function Base.iterate(iter::FeynmanDiagramIterator)
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)
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end
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function Base.iterate(iter::FeynmanDiagramIterator, ::Nothing)
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function Base.iterate(iter::FeynmanDiagramIterator{E,U,T,M}, ::Nothing) where {E,U,T,M}
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iter.t_index += 1
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if iter.t_index > length(iter.t_perms)
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@@ -204,6 +204,7 @@ function Base.iterate(iter::FeynmanDiagramIterator, ::Nothing)
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(iter.photon_structure, _) = photon_iter_result
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end
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N = E + U + T
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f = FeynmanDiagram(iter.photon_structure, iter.e_perms[iter.e_index], iter.u_perms[iter.u_index], iter.t_perms[iter.t_index], iter.e, iter.u, iter.t, iter.m)
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return (
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f,
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