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The existing docstring refers to the array `A` that is used to construct the plan, but that array is irrelevant (other than its eltype and size) when using the plan later. The old wording made it sound like the `A` in the constructor itself is used.
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bump :) |
src/definitions.jl
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| one evaluates the FFT of an array `B` | ||
| of the same `size` | ||
| via `p * B` or via `mul!(B, p, B)`. | ||
| For the `mul!` use, `B` must have the same `eltype` as `A`. |
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Even for p * B, it won't work in-place if B doesn't have the same eltype, no?
(Note also that the strides have to be the same too, when applying a plan to a new array. This is typically only relevant for arrays that are views of other arrays, as otherwise the strides are determined by the size.)
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Actually, the p * B version works fine even if B has different eltype and strides from A:
using LinearAlgebra: mul!
using FFTW: plan_fft!
dima = (8,16)
A = Array{ComplexF32}(undef, dima)
B = rand(ComplexF16, 4, dima...)
p = plan_fft!(A)
C = @view B[1,:,:] # strides and eltype differs from A
p * C # works fine!
D = collect(C)
@assert p * C == p * D # passes You make a good point that the mul! version requires matching strides too so I updated the PR to mention that.
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The existing docstring refers to the array
Athat is used to construct the plan, but that array is irrelevant (other than its eltype and size) (Edit: and strides) when using the plan later. The old wording made it sound like theAin the constructor itself is used.