tests hang possibly due to type inference #95
Comments
|
Can you go the full status and your versioninfo?
Cheers,
Mikael
On Dec 5, 2019, at 2:24 AM, Ashton Bradley <[email protected]> wrote:
Tests have suddenly become extremely slow. I can't tell if they fail because they never seem to finish:
[Screen Shot 2019-12-05 at 3 22 45 PM]<https://user-images.githubusercontent.com/24194258/70198251-3a005680-1773-11ea-898a-b48cdd4a977c.png>
not sure how long this goes on for, but at least half an hour I think...
—
You are receiving this because you are subscribed to this thread.
Reply to this email directly, view it on GitHub<#95?email_source=notifications&email_token=AB6MDJPWXPQNOLLWBP2D7E3QXBQ6FA5CNFSM4JVS657KYY3PNVWWK3TUL52HS4DFUVEXG43VMWVGG33NNVSW45C7NFSM4H6GGRKQ>, or unsubscribe<https://github.com/notifications/unsubscribe-auth/AB6MDJPRGKUKFPZVRM7CIJLQXBQ6FANCNFSM4JVS657A>.
|
|
|
Nothing seems strange with that to me... If you run the libfasttransformstests.jl file line by line (section by section) can you narrow it down? |
|
As a backup, you can set the ENV["FT_BUILD_FROM_SOURCE"]=“true”, but this has to be set before every new ‘using’ |
|
do you mean before I run line by line? |
|
ah, I see |
|
Ok, line by line everything runs fast and passes, provided I unroll the second type In detail, this runs: ENV["FT_BUILD_FROM_SOURCE"]="true"
using FastTransforms, LinearAlgebra, Test
FastTransforms.set_num_threads(ceil(Int, Base.Sys.CPU_THREADS/2))
n = 64
α, β, γ, δ, λ, μ = 0.1, 0.2, 0.3, 0.4, 0.5, 0.6
#---
for T in (Float32, Float64, Complex{Float32}, Complex{Float64})
x = T(1) ./ (1:n)
Id = Matrix{T}(I, n, n)
for (p1, p2) in (
(plan_leg2cheb(Id), plan_cheb2leg(Id)),
(plan_ultra2ultra(Id, λ, μ), plan_ultra2ultra(Id, μ, λ)),
(plan_jac2jac(Id, α, β, γ, δ), plan_jac2jac(Id, γ, δ, α, β)),
(plan_lag2lag(Id, α, β), plan_lag2lag(Id, β, α)),
(plan_jac2ultra(Id, α, β, λ), plan_ultra2jac(Id, λ, α, β)),
(plan_jac2cheb(Id, α, β), plan_cheb2jac(Id, α, β)),
(plan_ultra2cheb(Id, λ), plan_cheb2ultra(Id, λ)),
)
y = p1 * x
z = p2 * y
@test z ≈ x
y = p1 * x
z = p1'y
y = transpose(p1) * z
z = transpose(p1) \ y
y = p1' \ z
z = p1 \ y
@test z ≈ x
y = p2 * x
z = p2'y
y = transpose(p2) * z
z = transpose(p2) \ y
y = p2' \ z
z = p2 \ y
@test z ≈ x
P = p1 * Id
Q = p2 * P
@test Q ≈ Id
P = p1 * Id
Q = p1'P
P = transpose(p1) * Q
Q = transpose(p1) \ P
P = p1' \ Q
Q = p1 \ P
@test Q ≈ Id
P = p2 * Id
Q = p2'P
P = transpose(p2) * Q
Q = transpose(p2) \ P
P = p2' \ Q
Q = p2 \ P
@test Q ≈ Id
end
end
#---
for T in (BigFloat, Complex{BigFloat})
x = T(1) ./ (1:n)
Id = Matrix{T}(I, n, n)
for (p1, p2) in (
(plan_leg2cheb(Id), plan_cheb2leg(Id)),
(plan_ultra2ultra(Id, λ, μ), plan_ultra2ultra(Id, μ, λ)),
(plan_jac2jac(Id, α, β, γ, δ), plan_jac2jac(Id, γ, δ, α, β)),
(plan_lag2lag(Id, α, β), plan_lag2lag(Id, β, α)),
(plan_jac2ultra(Id, α, β, λ), plan_ultra2jac(Id, λ, α, β)),
(plan_jac2cheb(Id, α, β), plan_cheb2jac(Id, α, β)),
(plan_ultra2cheb(Id, λ), plan_cheb2ultra(Id, λ)),
)
y = p1 * x
z = p2 * y
@test z ≈ x
y = p1 * x
z = p1'y
y = transpose(p1) * z
z = transpose(p1) \ y
y = p1' \ z
z = p1 \ y
@test z ≈ x
y = p2 * x
z = p2'y
y = transpose(p2) * z
z = transpose(p2) \ y
y = p2' \ z
z = p2 \ y
@test z ≈ x
P = p1 * Id
Q = p2 * P
@test_skip Q ≈ Id
P = p1 * Id
Q = p1'P
P = transpose(p1) * Q
Q = transpose(p1) \ P
P = p1' \ Q
Q = p1 \ P
@test_skip Q ≈ Id
P = p2 * Id
Q = p2'P
P = transpose(p2) * Q
Q = transpose(p2) \ P
P = p2' \ Q
Q = p2 \ P
@test_skip Q ≈ Id
end
end
#---
# for T in (Float64, Complex{Float64})
T = Float64
A = T <: Real ? sphones(T, n, 2n - 1) :
sphones(T, n, 2n - 1) + im * sphones(T, n, 2n - 1)
p = plan_sph2fourier(A)
ps = plan_sph_synthesis(A)
pa = plan_sph_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
A = T <: Real ? sphvones(T, n, 2n - 1) :
sphvones(T, n, 2n - 1) + im * sphvones(T, n, 2n - 1)
p = plan_sphv2fourier(A)
ps = plan_sphv_synthesis(A)
pa = plan_sphv_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
A = T <: Real ? diskones(T, n, 4n - 3) :
diskones(T, n, 4n - 3) + im * diskones(T, n, 4n - 3)
p = plan_disk2cxf(A)
ps = plan_disk_synthesis(A)
pa = plan_disk_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
A = T <: Real ? triones(T, n, n) : triones(T, n, n) + im * triones(T, n, n)
p = plan_tri2cheb(A, α, β, γ)
ps = plan_tri_synthesis(A)
pa = plan_tri_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
A = T <: Real ? tetones(T, n, n, n) :
tetones(T, n, n, n) + im * tetones(T, n, n, n)
p = plan_tet2cheb(A, α, β, γ, δ)
ps = plan_tet_synthesis(A)
pa = plan_tet_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
# end
#---
T = Complex{Float64}
A = T <: Real ? sphones(T, n, 2n - 1) :
sphones(T, n, 2n - 1) + im * sphones(T, n, 2n - 1)
p = plan_sph2fourier(A)
ps = plan_sph_synthesis(A)
pa = plan_sph_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
#---
A = T <: Real ? sphvones(T, n, 2n - 1) :
sphvones(T, n, 2n - 1) + im * sphvones(T, n, 2n - 1)
p = plan_sphv2fourier(A)
ps = plan_sphv_synthesis(A)
pa = plan_sphv_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
#---
A = T <: Real ? diskones(T, n, 4n - 3) :
diskones(T, n, 4n - 3) + im * diskones(T, n, 4n - 3)
p = plan_disk2cxf(A)
ps = plan_disk_synthesis(A)
pa = plan_disk_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
#---
A = T <: Real ? triones(T, n, n) : triones(T, n, n) + im * triones(T, n, n)
p = plan_tri2cheb(A, α, β, γ)
ps = plan_tri_synthesis(A)
pa = plan_tri_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
#---
A = T <: Real ? tetones(T, n, n, n) :
tetones(T, n, n, n) + im * tetones(T, n, n, n)
p = plan_tet2cheb(A, α, β, γ, δ)
ps = plan_tet_synthesis(A)
pa = plan_tet_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
# endbut if I leave that last loop, then it freezes |
|
Great, thanks for reporting this. I don’t know what’s going on, but it seems that all the ccall’s are ok (that would’ve been a much bigger problem). Perhaps it’s some kind of type inference bug in Julia itself? Does it work when you use the Artifact, I.e. the default build? To re-trigger this, you’ll have to trick Julia into recompiling the package (and ensure that ENV[“FT_BUILD_FROM_SOURCE”]=“false” or is not set). |
|
maybe aliasing? There is something strangely non-reproducible going on though. Each time starting fresh julia session. This seems to be an MWE on the final block: Works: ENV["FT_BUILD_FROM_SOURCE"]="true"
using FastTransforms, LinearAlgebra, Test
FastTransforms.set_num_threads(ceil(Int, Base.Sys.CPU_THREADS/2))
n = 64
α, β, γ, δ, λ, μ = 0.1, 0.2, 0.3, 0.4, 0.5, 0.6
#---
for T in (Float64, Complex{Float64})
A = T <: Real ? sphones(T, n, 2n - 1) :
sphones(T, n, 2n - 1) + im * sphones(T, n, 2n - 1)
p = plan_sph2fourier(A)
ps = plan_sph_synthesis(A)
pa = plan_sph_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
# A = T <: Real ? sphvones(T, n, 2n - 1) :
# sphvones(T, n, 2n - 1) + im * sphvones(T, n, 2n - 1)
# p = plan_sphv2fourier(A)
# ps = plan_sphv_synthesis(A)
# pa = plan_sphv_analysis(A)
# B = copy(A)
# C = ps * (p * A)
# A = p \ (pa * C)
# @test A ≈ B
# A = T <: Real ? diskones(T, n, 4n - 3) :
# diskones(T, n, 4n - 3) + im * diskones(T, n, 4n - 3)
# p = plan_disk2cxf(A)
# ps = plan_disk_synthesis(A)
# pa = plan_disk_analysis(A)
# B = copy(A)
# C = ps * (p * A)
# A = p \ (pa * C)
# @test A ≈ B
# A = T <: Real ? triones(T, n, n) : triones(T, n, n) + im * triones(T, n, n)
# p = plan_tri2cheb(A, α, β, γ)
# ps = plan_tri_synthesis(A)
# pa = plan_tri_analysis(A)
# B = copy(A)
# C = ps * (p * A)
# A = p \ (pa * C)
# @test A ≈ B
# A = T <: Real ? tetones(T, n, n, n) :
# tetones(T, n, n, n) + im * tetones(T, n, n, n)
# p = plan_tet2cheb(A, α, β, γ, δ)
# ps = plan_tet_synthesis(A)
# pa = plan_tet_analysis(A)
# B = copy(A)
# C = ps * (p * A)
# A = p \ (pa * C)
# @test A ≈ B
endHangs: ENV["FT_BUILD_FROM_SOURCE"]="true"
using FastTransforms, LinearAlgebra, Test
FastTransforms.set_num_threads(ceil(Int, Base.Sys.CPU_THREADS/2))
n = 64
α, β, γ, δ, λ, μ = 0.1, 0.2, 0.3, 0.4, 0.5, 0.6
#---
for T in (Float64, Complex{Float64})
A = T <: Real ? sphones(T, n, 2n - 1) :
sphones(T, n, 2n - 1) + im * sphones(T, n, 2n - 1)
p = plan_sph2fourier(A)
ps = plan_sph_synthesis(A)
pa = plan_sph_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
A = T <: Real ? sphvones(T, n, 2n - 1) :
sphvones(T, n, 2n - 1) + im * sphvones(T, n, 2n - 1)
p = plan_sphv2fourier(A)
ps = plan_sphv_synthesis(A)
pa = plan_sphv_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
A = T <: Real ? diskones(T, n, 4n - 3) :
diskones(T, n, 4n - 3) + im * diskones(T, n, 4n - 3)
p = plan_disk2cxf(A)
ps = plan_disk_synthesis(A)
pa = plan_disk_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
A = T <: Real ? triones(T, n, n) : triones(T, n, n) + im * triones(T, n, n)
p = plan_tri2cheb(A, α, β, γ)
ps = plan_tri_synthesis(A)
pa = plan_tri_analysis(A)
B = copy(A)
C = ps * (p * A)
A = p \ (pa * C)
@test A ≈ B
# A = T <: Real ? tetones(T, n, n, n) :
# tetones(T, n, n, n) + im * tetones(T, n, n, n)
# p = plan_tet2cheb(A, α, β, γ, δ)
# ps = plan_tet_synthesis(A)
# pa = plan_tet_analysis(A)
# B = copy(A)
# C = ps * (p * A)
# A = p \ (pa * C)
# @test A ≈ B
endStrangely, precisely how many of the intermediate blocks between 1 and 5 have to be un-commented to cause a freeze seems to vary from run to run. It could be as little as 1 and as many as 3 |
|
ah, it seems to depend on when saving happens in Juno... maybe... I don't know. I feel like a ghost has entered the machine |
|
Does this version of the test set work for you? If so, I'll push to master. @testset "libfasttransforms" begin
n = 64
α, β, γ, δ, λ, μ = 0.1, 0.2, 0.3, 0.4, 0.5, 0.6
function test_1d_plans(p1, p2, x; skip::Bool=false)
y = p1*x
z = p2*y
@test z ≈ x
y = p1*x
z = p1'y
y = transpose(p1)*z
z = transpose(p1)\y
y = p1'\z
z = p1\y
@test z ≈ x
y = p2*x
z = p2'y
y = transpose(p2)*z
z = transpose(p2)\y
y = p2'\z
z = p2\y
@test z ≈ x
P = p1*I
Q = p2*P
skip ? (@test_skip Q ≈ I) : (@test Q ≈ I)
P = p1*I
Q = p1'P
P = transpose(p1)*Q
Q = transpose(p1)\P
P = p1'\Q
Q = p1\P
skip ? (@test_skip Q ≈ I) : (@test Q ≈ I)
P = p2*I
Q = p2'P
P = transpose(p2)*Q
Q = transpose(p2)\P
P = p2'\Q
Q = p2\P
skip ? (@test_skip Q ≈ I) : (@test Q ≈ I)
end
for T in (Float32, Float64, Complex{Float32}, Complex{Float64})
x = T(1)./(1:n)
Id = Matrix{T}(I, n, n)
for (p1, p2) in ((plan_leg2cheb(Id), plan_cheb2leg(Id)),
(plan_ultra2ultra(Id, λ, μ), plan_ultra2ultra(Id, μ, λ)),
(plan_jac2jac(Id, α, β, γ, δ), plan_jac2jac(Id, γ, δ, α, β)),
(plan_lag2lag(Id, α, β), plan_lag2lag(Id, β, α)),
(plan_jac2ultra(Id, α, β, λ), plan_ultra2jac(Id, λ, α, β)),
(plan_jac2cheb(Id, α, β), plan_cheb2jac(Id, α, β)),
(plan_ultra2cheb(Id, λ), plan_cheb2ultra(Id, λ)))
test_1d_plans(p1, p2, x)
end
end
for T in (BigFloat, Complex{BigFloat})
x = T(1)./(1:n)
Id = Matrix{T}(I, n, n)
for (p1, p2) in ((plan_leg2cheb(Id), plan_cheb2leg(Id)),
(plan_ultra2ultra(Id, λ, μ), plan_ultra2ultra(Id, μ, λ)),
(plan_jac2jac(Id, α, β, γ, δ), plan_jac2jac(Id, γ, δ, α, β)),
(plan_lag2lag(Id, α, β), plan_lag2lag(Id, β, α)),
(plan_jac2ultra(Id, α, β, λ), plan_ultra2jac(Id, λ, α, β)),
(plan_jac2cheb(Id, α, β), plan_cheb2jac(Id, α, β)),
(plan_ultra2cheb(Id, λ), plan_cheb2ultra(Id, λ)))
test_1d_plans(p1, p2, x; skip=true)
end
end
function test_nd_plans(p, ps, pa, A)
B = copy(A)
C = ps*(p*A)
A = p\(pa*C)
@test A ≈ B
end
for A in (sphones(Float64, n, 2n-1), sphones(Float64, n, 2n-1) + im*sphones(Float64, n, 2n-1))
p = plan_sph2fourier(A)
ps = plan_sph_synthesis(A)
pa = plan_sph_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (sphvones(Float64, n, 2n-1), sphvones(Float64, n, 2n-1) + im*sphvones(Float64, n, 2n-1))
p = plan_sphv2fourier(A)
ps = plan_sphv_synthesis(A)
pa = plan_sphv_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (diskones(Float64, n, 4n-3), diskones(Float64, n, 4n-3) + im*diskones(Float64, n, 4n-3))
p = plan_disk2cxf(A)
ps = plan_disk_synthesis(A)
pa = plan_disk_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (triones(Float64, n, n), triones(Float64, n, n) + im*triones(Float64, n, n))
p = plan_tri2cheb(A, α, β, γ)
ps = plan_tri_synthesis(A)
pa = plan_tri_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (tetones(Float64, n, n, n), tetones(Float64, n, n, n) + im*tetones(Float64, n, n, n))
p = plan_tet2cheb(A, α, β, γ, δ)
ps = plan_tet_synthesis(A)
pa = plan_tet_analysis(A)
test_nd_plans(p, ps, pa, A)
end
end |
Test Summary: | Pass Total
Special functions | 19 19
Test Summary: | Pass Total
Chebyshev transform | 250 250
Test Summary: | Pass Total
Fejér and Clenshaw--Curtis quadrature | 9 9
libfasttransforms: Error During Test at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/libfasttransformstests.jl:5
Got exception outside of a @test
MethodError: no method matching *(::FastTransforms.FTPlan{Float32,1,0}, ::UniformScaling{Bool})
Closest candidates are:
*(::Any, ::Any, !Matched::Any, !Matched::Any...) at operators.jl:529
*(!Matched::BitArray{2}, ::UniformScaling) at /Users/sabae/buildbot/worker/package_macos64/build/usr/share/julia/stdlib/v1.3/LinearAlgebra/src/uniformscaling.jl:195
*(!Matched::UniformScaling, ::UniformScaling) at /Users/sabae/buildbot/worker/package_macos64/build/usr/share/julia/stdlib/v1.3/LinearAlgebra/src/uniformscaling.jl:194
...
Stacktrace:
[1] (::var"#test_1d_plans#21#23")(::Bool, ::var"#test_1d_plans#22"{var"#test_1d_plans#21#23"}, ::FastTransforms.FTPlan{Float32,1,0}, ::FastTransforms.FTPlan{Float32,1,1}, ::Array{Float32,1}) at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/libfasttransformstests.jl:26
[2] (::var"#test_1d_plans#22"{var"#test_1d_plans#21#23"})(::FastTransforms.FTPlan{Float32,1,0}, ::FastTransforms.FTPlan{Float32,1,1}, ::Array{Float32,1}) at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/libfasttransformstests.jl:9
[3] top-level scope at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/libfasttransformstests.jl:56
[4] top-level scope at /Users/sabae/buildbot/worker/package_macos64/build/usr/share/julia/stdlib/v1.3/Test/src/Test.jl:1107
[5] top-level scope at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/libfasttransformstests.jl:6
[6] include at ./boot.jl:328 [inlined]
[7] include_relative(::Module, ::String) at ./loading.jl:1105
[8] include(::Module, ::String) at ./Base.jl:31
[9] include(::String) at ./client.jl:424
[10] top-level scope at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/runtests.jl:10
[11] include at ./boot.jl:328 [inlined]
[12] include_relative(::Module, ::String) at ./loading.jl:1105
[13] include(::Module, ::String) at ./Base.jl:31
[14] include(::String) at ./client.jl:424
[15] top-level scope at none:6
[16] eval(::Module, ::Any) at ./boot.jl:330
[17] exec_options(::Base.JLOptions) at ./client.jl:263
[18] _start() at ./client.jl:460
Test Summary: | Pass Error Total
libfasttransforms | 3 1 4
ERROR: LoadError: LoadError: Some tests did not pass: 3 passed, 0 failed, 1 errored, 0 broken.
in expression starting at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/libfasttransformstests.jl:5
in expression starting at /Users/abradley/.julia/packages/FastTransforms/OShrg/test/runtests.jl:9
ERROR: Package FastTransforms errored during testing |
|
Ah, sorry, I recently added some better syntax to handle Try this instead @testset "libfasttransforms" begin
n = 64
α, β, γ, δ, λ, μ = 0.1, 0.2, 0.3, 0.4, 0.5, 0.6
function test_1d_plans(p1, p2, x, Id; skip::Bool=false)
y = p1*x
z = p2*y
@test z ≈ x
y = p1*x
z = p1'y
y = transpose(p1)*z
z = transpose(p1)\y
y = p1'\z
z = p1\y
@test z ≈ x
y = p2*x
z = p2'y
y = transpose(p2)*z
z = transpose(p2)\y
y = p2'\z
z = p2\y
@test z ≈ x
P = p1*Id
Q = p2*P
skip ? (@test_skip Q ≈ Id) : (@test Q ≈ Id)
P = p1*Id
Q = p1'P
P = transpose(p1)*Q
Q = transpose(p1)\P
P = p1'\Q
Q = p1\P
skip ? (@test_skip Q ≈ Id) : (@test Q ≈ Id)
P = p2*Id
Q = p2'P
P = transpose(p2)*Q
Q = transpose(p2)\P
P = p2'\Q
Q = p2\P
skip ? (@test_skip Q ≈ Id) : (@test Q ≈ Id)
end
for T in (Float32, Float64, Complex{Float32}, Complex{Float64})
x = T(1)./(1:n)
Id = Matrix{T}(I, n, n)
for (p1, p2) in ((plan_leg2cheb(Id), plan_cheb2leg(Id)),
(plan_ultra2ultra(Id, λ, μ), plan_ultra2ultra(Id, μ, λ)),
(plan_jac2jac(Id, α, β, γ, δ), plan_jac2jac(Id, γ, δ, α, β)),
(plan_lag2lag(Id, α, β), plan_lag2lag(Id, β, α)),
(plan_jac2ultra(Id, α, β, λ), plan_ultra2jac(Id, λ, α, β)),
(plan_jac2cheb(Id, α, β), plan_cheb2jac(Id, α, β)),
(plan_ultra2cheb(Id, λ), plan_cheb2ultra(Id, λ)))
test_1d_plans(p1, p2, x, Id)
end
end
for T in (BigFloat, Complex{BigFloat})
x = T(1)./(1:n)
Id = Matrix{T}(I, n, n)
for (p1, p2) in ((plan_leg2cheb(Id), plan_cheb2leg(Id)),
(plan_ultra2ultra(Id, λ, μ), plan_ultra2ultra(Id, μ, λ)),
(plan_jac2jac(Id, α, β, γ, δ), plan_jac2jac(Id, γ, δ, α, β)),
(plan_lag2lag(Id, α, β), plan_lag2lag(Id, β, α)),
(plan_jac2ultra(Id, α, β, λ), plan_ultra2jac(Id, λ, α, β)),
(plan_jac2cheb(Id, α, β), plan_cheb2jac(Id, α, β)),
(plan_ultra2cheb(Id, λ), plan_cheb2ultra(Id, λ)))
test_1d_plans(p1, p2, x, Id; skip=true)
end
end
function test_nd_plans(p, ps, pa, A)
B = copy(A)
C = ps*(p*A)
A = p\(pa*C)
@test A ≈ B
end
for A in (sphones(Float64, n, 2n-1), sphones(Float64, n, 2n-1) + im*sphones(Float64, n, 2n-1))
p = plan_sph2fourier(A)
ps = plan_sph_synthesis(A)
pa = plan_sph_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (sphvones(Float64, n, 2n-1), sphvones(Float64, n, 2n-1) + im*sphvones(Float64, n, 2n-1))
p = plan_sphv2fourier(A)
ps = plan_sphv_synthesis(A)
pa = plan_sphv_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (diskones(Float64, n, 4n-3), diskones(Float64, n, 4n-3) + im*diskones(Float64, n, 4n-3))
p = plan_disk2cxf(A)
ps = plan_disk_synthesis(A)
pa = plan_disk_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (triones(Float64, n, n), triones(Float64, n, n) + im*triones(Float64, n, n))
p = plan_tri2cheb(A, α, β, γ)
ps = plan_tri_synthesis(A)
pa = plan_tri_analysis(A)
test_nd_plans(p, ps, pa, A)
end
for A in (tetones(Float64, n, n, n), tetones(Float64, n, n, n) + im*tetones(Float64, n, n, n))
p = plan_tet2cheb(A, α, β, γ, δ)
ps = plan_tet_synthesis(A)
pa = plan_tet_analysis(A)
test_nd_plans(p, ps, pa, A)
end
end |
|
same problem, frozen at the same place: Test Summary: | Pass Total
Special functions | 19 19
Test Summary: | Pass Total
Chebyshev transform | 250 250
Test Summary: | Pass Total
Fejér and Clenshaw--Curtis quadrature | 9 9 |
|
Just to isolate whether it's to do with the typing of the arrays ( |
|
that doesn't fix it |
|
That’s good.
So what if all the ‘for A in ...’ loops are unrolled?
Cheers,
Mikael
On Dec 5, 2019, at 11:19 PM, Ashton Bradley <[email protected]> wrote:
that doesn't fix it
—
You are receiving this because you commented.
Reply to this email directly, view it on GitHub<#95?email_source=notifications&email_token=AB6MDJMDS4YFHDBSUST22CDQXGD6RA5CNFSM4JVS657KYY3PNVWWK3TUL52HS4DFVREXG43VMVBW63LNMVXHJKTDN5WW2ZLOORPWSZGOEGCPODI#issuecomment-562362125>, or unsubscribe<https://github.com/notifications/unsubscribe-auth/AB6MDJLEZXE7GTMI536ENP3QXGD6RANCNFSM4JVS657A>.
|
|
that worked in the original form |
MikaelSlevinsky
changed the title
|
just checking this... it doesn't seem to be fixed @MikaelSlevinsky |
Open
|
Any chance v0.9.2 fixes this? (Probably not, but thought I’d ask just in case) |
|
doesn't seem to have fixed it |
Sign up for free
to join this conversation on GitHub.
Already have an account?
Sign in to comment
Tests have suddenly become extremely slow. I can't tell if they fail because they never seem to finish:
not sure how long this goes on for, but at least half an hour I think...
The text was updated successfully, but these errors were encountered: