Bump actions/checkout from 4 to 6 #377
Annotations
10 errors
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in ~/.julia/packages/NFFTTools/IXX4H/src/Toeplitz.jl:178-219
```jldoctest; output = false, setup = :(using NFFT, NFFTTools, Random; Random.seed!(1))
julia> using FFTW
julia> Nx = 32;
julia> trj = Float32.(rand(2, 1000) .- 0.5);
julia> λ = calculateToeplitzKernel((Nx, Nx), trj);
julia> xOS1 = similar(λ);
julia> xOS2 = similar(λ);
julia> fftplan = plan_fft(xOS1; flags=FFTW.MEASURE);
julia> ifftplan = plan_ifft(xOS1; flags=FFTW.MEASURE);
julia> y = randn(ComplexF32, Nx, Nx);
julia> convolveToeplitzKernel!(y, λ, fftplan, ifftplan, xOS1, xOS2)
32×32 Matrix{ComplexF32}:
177.717-52.0493im 10.6059+20.7185im … 746.131+330.005im
-311.858+988.219im -1216.83-1295.14im 410.732+751.925im
-1082.27+872.968im 1023.97-1556.45im -923.699+478.63im
-999.035-525.161im -1694.59-658.558im -521.044+607.005im
-342.999+1481.82im -1729.18-2712.81im 56.5212+1394.81im
-1187.65-1979.55im 1389.67+970.033im … 2968.93-744.264im
-666.533+485.511im -1315.83+409.855im -610.146+132.258im
1159.57+64.6059im -299.169-569.622im 663.802+396.827im
-795.112-1464.63im -462.43+2442.77im -1622.72+1701.27im
-1047.67+31.5578im -1127.65-936.043im 474.071+797.911im
⋮ ⋱
327.345+2191.71im -904.635+558.786im -1449.32-276.721im
-1047.2-71.362im 363.109+567.346im -1974.0-2348.36im
-1540.45+1661.77im 1175.75+1279.75im … 1110.61+653.234im
-526.832-435.297im -265.021-2019.08im 68.5607-323.086im
-1076.52-2719.16im -477.005+2232.06im -155.59-1275.66im
1143.76-735.966im -380.489+2485.78im 1812.17-261.191im
1685.44-1243.29im 1911.16-1157.72im -991.639-42.8214im
1054.11-1282.41im 66.9358-588.991im … -952.238+1026.35im
-417.276-273.367im -946.698+1971.77im -890.339-882.05im
```
Subexpression:
fftplan = plan_fft(xOS1; flags=FFTW.MEASURE);
Evaluated output:
ERROR: UndefVarError: `FFTW` not defined in `Main.var"Main"`
Suggestion: check for spelling errors or missing imports.
Hint: FFTW is loaded but not imported in the active module Main.
Stacktrace:
[1] top-level scope
@ none:1
Expected output:
diff =
Warning: Diff output requires color.
ERROR: UndefVarError: `FFTW` not defined in `Main.var"Main"`
Suggestion: check for spelling errors or missing imports.
Hint: FFTW is loaded but not imported in the active module Main.
Stacktrace:
[1] top-level scope
@ none:1
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in ~/.julia/packages/NFFTTools/IXX4H/src/Toeplitz.jl:178-219
```jldoctest; output = false, setup = :(using NFFT, NFFTTools, Random; Random.seed!(1))
julia> using FFTW
julia> Nx = 32;
julia> trj = Float32.(rand(2, 1000) .- 0.5);
julia> λ = calculateToeplitzKernel((Nx, Nx), trj);
julia> xOS1 = similar(λ);
julia> xOS2 = similar(λ);
julia> fftplan = plan_fft(xOS1; flags=FFTW.MEASURE);
julia> ifftplan = plan_ifft(xOS1; flags=FFTW.MEASURE);
julia> y = randn(ComplexF32, Nx, Nx);
julia> convolveToeplitzKernel!(y, λ, fftplan, ifftplan, xOS1, xOS2)
32×32 Matrix{ComplexF32}:
177.717-52.0493im 10.6059+20.7185im … 746.131+330.005im
-311.858+988.219im -1216.83-1295.14im 410.732+751.925im
-1082.27+872.968im 1023.97-1556.45im -923.699+478.63im
-999.035-525.161im -1694.59-658.558im -521.044+607.005im
-342.999+1481.82im -1729.18-2712.81im 56.5212+1394.81im
-1187.65-1979.55im 1389.67+970.033im … 2968.93-744.264im
-666.533+485.511im -1315.83+409.855im -610.146+132.258im
1159.57+64.6059im -299.169-569.622im 663.802+396.827im
-795.112-1464.63im -462.43+2442.77im -1622.72+1701.27im
-1047.67+31.5578im -1127.65-936.043im 474.071+797.911im
⋮ ⋱
327.345+2191.71im -904.635+558.786im -1449.32-276.721im
-1047.2-71.362im 363.109+567.346im -1974.0-2348.36im
-1540.45+1661.77im 1175.75+1279.75im … 1110.61+653.234im
-526.832-435.297im -265.021-2019.08im 68.5607-323.086im
-1076.52-2719.16im -477.005+2232.06im -155.59-1275.66im
1143.76-735.966im -380.489+2485.78im 1812.17-261.191im
1685.44-1243.29im 1911.16-1157.72im -991.639-42.8214im
1054.11-1282.41im 66.9358-588.991im … -952.238+1026.35im
-417.276-273.367im -946.698+1971.77im -890.339-882.05im
```
Subexpression:
using FFTW
Evaluated output:
ERROR: ArgumentError: Package FFTW not found in current path.
- Run `import Pkg; Pkg.add("FFTW")` to install the FFTW package.
Stacktrace:
[1] macro expansion
@ ./loading.jl:2400 [inlined]
[2] macro expansion
@ ./lock.jl:376 [inlined]
[3] __require(into::Module, mod::Symbol)
@ Base ./loading.jl:2383
[4] require(into::Module, mod::Symbol)
@ Base ./loading.jl:2359
Expected output:
diff =
Warning: Diff output requires color.
ERROR: ArgumentError: Package FFTW not found in current path.
- Run `import Pkg; Pkg.add("FFTW")` to install the FFTW package.
Stacktrace:
[1] macro expansion
@ ./loading.jl:2400 [inlined]
[2] macro expansion
@ ./lock.jl:376 [inlined]
[3] __require(into::Module, mod::Symbol)
@ Base ./loading.jl:2383
[4] require(into::Module, mod::Symbol)
@ Base ./loading.jl:2359
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in ~/.julia/packages/NFFTTools/IXX4H/src/Toeplitz.jl:23-75
```jldoctest; output = false, setup = :(using NFFT, NFFTTools, Random; Random.seed!(1))
julia> Nx = 32;
julia> trj = Float32.(rand(2, 1000) .- 0.5);
julia> λ = calculateToeplitzKernel((Nx, Nx), trj)
64×64 Matrix{ComplexF32}:
-432.209+297.833im 271.68-526.348im … 3044.35+34.6322im
990.057-244.569im -582.825+473.084im 45.7631-87.8965im
1922.01+223.525im 9248.63-452.04im 3649.78+108.941im
-402.371-3.37619im 496.815+231.891im 322.646-329.089im
-482.346-121.534im 559.756-106.981im 155.183+454.0im
3293.8+194.388im -3361.43+34.1272im … 2672.16-526.853im
-936.331+172.246im 4394.11-400.762im -1121.04+160.219im
-135.828+169.448im 3509.17+59.0678im 3883.84-501.913im
395.143+158.638im 24.4377-387.153im 5731.3+173.827im
925.902-117.765im 2935.3+346.28im -1414.12-214.701im
⋮ ⋱
2239.72-295.883im 490.442+524.399im … 2028.84-36.5824im
-1108.11+227.146im 24.7403-455.661im -549.699+105.319im
1323.78+110.713im -321.052+117.802im 651.944-443.178im
-52.1597+288.0im -326.042-516.516im 3619.1+44.4651im
1180.56+73.3666im -26.1233+155.148im -869.065-405.832im
3555.36+649.527im -198.245-878.042im … 1198.83-317.062im
-368.958-177.954im -360.343+406.469im -1478.96-154.512im
4861.29+38.9623im 6082.55-267.478im 2519.09+293.503im
1022.55-185.869im 177.426+414.384im 3650.56-146.597im
julia> y = randn(ComplexF32, Nx, Nx);
julia> convolveToeplitzKernel!(y, λ)
32×32 Matrix{ComplexF32}:
177.717-52.0493im 10.6059+20.7185im … 746.131+330.005im
-311.858+988.219im -1216.83-1295.14im 410.732+751.925im
-1082.27+872.968im 1023.97-1556.45im -923.699+478.63im
-999.035-525.161im -1694.59-658.558im -521.044+607.005im
-342.999+1481.82im -1729.18-2712.81im 56.5212+1394.81im
-1187.65-1979.55im 1389.67+970.033im … 2968.93-744.264im
-666.533+485.511im -1315.83+409.855im -610.146+132.258im
1159.57+64.6059im -299.169-569.622im 663.802+396.827im
-795.112-1464.63im -462.43+2442.77im -1622.72+1701.27im
-1047.67+31.5578im -1127.65-936.043im 474.071+797.911im
⋮ ⋱
327.345+2191.71im -904.635+558.786im -1449.32-276.721im
-1047.2-71.362im 363.109+567.346im -1974.0-2348.36im
-1540.45+1661.77im 1175.75+1279.75im … 1110.61+653.234im
-526.832-435.297im -265.021-2019.08im 68.5607-323.086im
-1076.52-2719.16im -477.005+2232.06im -155.59-1275.66im
1143.76-735.966im -380.489+2485.78im 1812.17-261.191im
1685.44-1243.29im 1911.16-1157.72im -991.639-42.8214im
1054.11-1282.41im 66.9358-588.991im … -952.238+1026.35im
-417.276-273.367im -946.698+1971.77im -890.339-882.05im
```
Subexpression:
convolveToeplitzKernel!(y, λ)
Evaluated output:
32×32 Matrix{ComplexF32}:
178.169-48.6708im 12.9518+21.8056im … 749.91+324.029im
-317.004+988.44im -1214.48-1299.27im 410.381+747.909im
-1087.78+870.916im 1028.41-1556.78im -920.652+477.518im
-1007.2-526.453im -1691.3-663.165im -524.921+600.5im
-348.506+1479.8im -1725.2-2714.59im 51.0908+1390.72im
-1180.14-1977.12im 1391.15+969.678im … 2966.56-737.661im
-666.762+478.188im -1309.84+404.228im -607.705+129.812im
1154.85+65.4264im -301.902-570.698im 661.818+395.093im
-786.583-1455.54im -465.185+2436.7im -1623.73+1694.6im
-1045.34+28.3081im -1123.31-930.45im 469.764+799.731im
⋮ ⋱
324.714+2197.86im -909.22+565.227im -1453.51-278.172im
-1049.93-74.5577im 360.754+577.881im -1977.2-2348.59im
-1542.49+1658.0im 1167.51+1285.3im … 1107.94+651.439im
-528.651-435.216im -274.957-2013.84im 63.0088-327.94im
-1070.11-2721.88im -480.178+2228.54im -160.381-1271.39im
1143.94-738.803im -390.363+2484.48im 1816.4-261.432im
1683.39-1242.72im 1905.95-1150.32im -990.915-47.4431im
1047
|
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Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in ~/.julia/packages/NFFTTools/IXX4H/src/Toeplitz.jl:23-75
```jldoctest; output = false, setup = :(using NFFT, NFFTTools, Random; Random.seed!(1))
julia> Nx = 32;
julia> trj = Float32.(rand(2, 1000) .- 0.5);
julia> λ = calculateToeplitzKernel((Nx, Nx), trj)
64×64 Matrix{ComplexF32}:
-432.209+297.833im 271.68-526.348im … 3044.35+34.6322im
990.057-244.569im -582.825+473.084im 45.7631-87.8965im
1922.01+223.525im 9248.63-452.04im 3649.78+108.941im
-402.371-3.37619im 496.815+231.891im 322.646-329.089im
-482.346-121.534im 559.756-106.981im 155.183+454.0im
3293.8+194.388im -3361.43+34.1272im … 2672.16-526.853im
-936.331+172.246im 4394.11-400.762im -1121.04+160.219im
-135.828+169.448im 3509.17+59.0678im 3883.84-501.913im
395.143+158.638im 24.4377-387.153im 5731.3+173.827im
925.902-117.765im 2935.3+346.28im -1414.12-214.701im
⋮ ⋱
2239.72-295.883im 490.442+524.399im … 2028.84-36.5824im
-1108.11+227.146im 24.7403-455.661im -549.699+105.319im
1323.78+110.713im -321.052+117.802im 651.944-443.178im
-52.1597+288.0im -326.042-516.516im 3619.1+44.4651im
1180.56+73.3666im -26.1233+155.148im -869.065-405.832im
3555.36+649.527im -198.245-878.042im … 1198.83-317.062im
-368.958-177.954im -360.343+406.469im -1478.96-154.512im
4861.29+38.9623im 6082.55-267.478im 2519.09+293.503im
1022.55-185.869im 177.426+414.384im 3650.56-146.597im
julia> y = randn(ComplexF32, Nx, Nx);
julia> convolveToeplitzKernel!(y, λ)
32×32 Matrix{ComplexF32}:
177.717-52.0493im 10.6059+20.7185im … 746.131+330.005im
-311.858+988.219im -1216.83-1295.14im 410.732+751.925im
-1082.27+872.968im 1023.97-1556.45im -923.699+478.63im
-999.035-525.161im -1694.59-658.558im -521.044+607.005im
-342.999+1481.82im -1729.18-2712.81im 56.5212+1394.81im
-1187.65-1979.55im 1389.67+970.033im … 2968.93-744.264im
-666.533+485.511im -1315.83+409.855im -610.146+132.258im
1159.57+64.6059im -299.169-569.622im 663.802+396.827im
-795.112-1464.63im -462.43+2442.77im -1622.72+1701.27im
-1047.67+31.5578im -1127.65-936.043im 474.071+797.911im
⋮ ⋱
327.345+2191.71im -904.635+558.786im -1449.32-276.721im
-1047.2-71.362im 363.109+567.346im -1974.0-2348.36im
-1540.45+1661.77im 1175.75+1279.75im … 1110.61+653.234im
-526.832-435.297im -265.021-2019.08im 68.5607-323.086im
-1076.52-2719.16im -477.005+2232.06im -155.59-1275.66im
1143.76-735.966im -380.489+2485.78im 1812.17-261.191im
1685.44-1243.29im 1911.16-1157.72im -991.639-42.8214im
1054.11-1282.41im 66.9358-588.991im … -952.238+1026.35im
-417.276-273.367im -946.698+1971.77im -890.339-882.05im
```
Subexpression:
λ = calculateToeplitzKernel((Nx, Nx), trj)
Evaluated output:
64×64 Matrix{ComplexF32}:
-432.217+297.834im 271.685-526.349im … 3044.35+34.632im
990.059-244.569im -582.83+473.084im 45.764-87.8965im
1922.0+223.525im 9248.64-452.04im 3649.78+108.941im
-402.37-3.37622im 496.812+231.891im 322.647-329.09im
-482.348-121.535im 559.758-106.98im 155.184+454.001im
3293.8+194.388im -3361.44+34.1275im … 2672.17-526.854im
-936.332+172.248im 4394.11-400.763im -1121.05+160.218im
-135.83+169.448im 3509.17+59.0674im 3883.84-501.914im
395.145+158.639im 24.436-387.153im 5731.3+173.827im
925.903-117.765im 2935.3+346.28im -1414.13-214.701im
⋮ ⋱
2239.73-295.885im 490.443+524.4im … 2028.84-36.5808im
-1108.11+227.146im 24.741-455.661im -549.697+105.32im
1323.79+110.713im -321.055+117.802im 651.943-443.179im
-52.162+288.001im -326.04-516.516im 3619.1+44.4653im
1180.55+73.367im -26.1239+155.148im -869.065-405.833im
3555.37+649.529im -198.252-878.045im … 1198.84-317.064im
-368.961-177.955im -360.347+406.47im -1478.97-15
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in ~/.julia/packages/NFFTTools/IXX4H/src/Toeplitz.jl:99-118
```jldoctest; output = false, setup = :(using NFFT, NFFTTools, Random; Random.seed!(1))
julia> using FFTW
julia> Nx = 32;
julia> trj = Float32.(rand(2, 1000) .- 0.5);
julia> p = plan_nfft(trj, (2Nx,2Nx))
NFFTPlan with 1000 sampling points for an input array of size(64, 64) and an output array of size(1000,) with dims 1:2
julia> fftplan = plan_fft(zeros(ComplexF32, (2Nx,2Nx)); flags=FFTW.MEASURE);
julia> λ = Array{ComplexF32}(undef, 2Nx, 2Nx);
julia> calculateToeplitzKernel!(λ, p, trj, fftplan);
julia> y = randn(ComplexF32, Nx, Nx);
julia> convolveToeplitzKernel!(y, λ);
```
Subexpression:
calculateToeplitzKernel!(λ, p, trj, fftplan);
Evaluated output:
ERROR: UndefVarError: `fftplan` not defined in `Main.var"Main"`
Suggestion: add an appropriate import or assignment. This global was declared but not assigned.
Stacktrace:
[1] top-level scope
@ none:1
Expected output:
diff =
Warning: Diff output requires color.
ERROR: UndefVarError: `fftplan` not defined in `Main.var"Main"`
Suggestion: add an appropriate import or assignment. This global was declared but not assigned.
Stacktrace:
[1] top-level scope
@ none:1
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in ~/.julia/packages/NFFTTools/IXX4H/src/Toeplitz.jl:99-118
```jldoctest; output = false, setup = :(using NFFT, NFFTTools, Random; Random.seed!(1))
julia> using FFTW
julia> Nx = 32;
julia> trj = Float32.(rand(2, 1000) .- 0.5);
julia> p = plan_nfft(trj, (2Nx,2Nx))
NFFTPlan with 1000 sampling points for an input array of size(64, 64) and an output array of size(1000,) with dims 1:2
julia> fftplan = plan_fft(zeros(ComplexF32, (2Nx,2Nx)); flags=FFTW.MEASURE);
julia> λ = Array{ComplexF32}(undef, 2Nx, 2Nx);
julia> calculateToeplitzKernel!(λ, p, trj, fftplan);
julia> y = randn(ComplexF32, Nx, Nx);
julia> convolveToeplitzKernel!(y, λ);
```
Subexpression:
fftplan = plan_fft(zeros(ComplexF32, (2Nx,2Nx)); flags=FFTW.MEASURE);
Evaluated output:
ERROR: UndefVarError: `FFTW` not defined in `Main.var"Main"`
Suggestion: check for spelling errors or missing imports.
Hint: FFTW is loaded but not imported in the active module Main.
Stacktrace:
[1] top-level scope
@ none:1
Expected output:
diff =
Warning: Diff output requires color.
ERROR: UndefVarError: `FFTW` not defined in `Main.var"Main"`
Suggestion: check for spelling errors or missing imports.
Hint: FFTW is loaded but not imported in the active module Main.
Stacktrace:
[1] top-level scope
@ none:1
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in ~/.julia/packages/NFFTTools/IXX4H/src/Toeplitz.jl:99-118
```jldoctest; output = false, setup = :(using NFFT, NFFTTools, Random; Random.seed!(1))
julia> using FFTW
julia> Nx = 32;
julia> trj = Float32.(rand(2, 1000) .- 0.5);
julia> p = plan_nfft(trj, (2Nx,2Nx))
NFFTPlan with 1000 sampling points for an input array of size(64, 64) and an output array of size(1000,) with dims 1:2
julia> fftplan = plan_fft(zeros(ComplexF32, (2Nx,2Nx)); flags=FFTW.MEASURE);
julia> λ = Array{ComplexF32}(undef, 2Nx, 2Nx);
julia> calculateToeplitzKernel!(λ, p, trj, fftplan);
julia> y = randn(ComplexF32, Nx, Nx);
julia> convolveToeplitzKernel!(y, λ);
```
Subexpression:
using FFTW
Evaluated output:
ERROR: ArgumentError: Package FFTW not found in current path.
- Run `import Pkg; Pkg.add("FFTW")` to install the FFTW package.
Stacktrace:
[1] macro expansion
@ ./loading.jl:2400 [inlined]
[2] macro expansion
@ ./lock.jl:376 [inlined]
[3] __require(into::Module, mod::Symbol)
@ Base ./loading.jl:2383
[4] require(into::Module, mod::Symbol)
@ Base ./loading.jl:2359
Expected output:
diff =
Warning: Diff output requires color.
ERROR: ArgumentError: Package FFTW not found in current path.
- Run `import Pkg; Pkg.add("FFTW")` to install the FFTW package.
Stacktrace:
[1] macro expansion
@ ./loading.jl:2400 [inlined]
[2] macro expansion
@ ./lock.jl:376 [inlined]
[3] __require(into::Module, mod::Symbol)
@ Base ./loading.jl:2383
[4] require(into::Module, mod::Symbol)
@ Base ./loading.jl:2359
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in src/overview.md:202-225
```jldoctest dirtest; output = false
p2 = plan_nfft(y, N, dims=2)
fHat = p2 * f
# output
16×11 Matrix{ComplexF64}:
-1.2312-3.45007im 6.43491-4.46477im … -1.88826-2.91321im
-0.281379+1.37813im -4.88081-0.889356im -0.94608+2.51003im
1.49572+3.05331im -0.525319-3.37755im 1.43442-0.676892im
8.00332-5.61567im 2.67785+3.48995im -0.324491+3.55733im
1.96454+4.89765im -1.77692-3.68016im 4.09195+1.99918im
-2.74732-4.93112im -1.19153-5.33387im … 0.649073+1.72837im
-5.85823+2.67833im 1.91555+3.08714im -3.72587+4.33492im
-4.4272-1.14999im 5.80954-2.01982im 0.18063+1.87824im
-1.83403+5.13397im -4.28511-5.76414im 0.879507-0.137346im
2.06692-4.06805im 1.81543+1.60781im -0.882862+3.75418im
-1.04478-4.80547im -1.0337+0.599923im … 5.50257-4.32352im
-0.694815+2.00596im -3.01205-4.17965im 8.24652+4.83723im
3.78288+3.9056im -0.710089-4.57289im -1.25317+0.670477im
1.24214+1.29899im -2.48109+2.64126im 4.87461+2.83695im
1.26369-6.68109im -0.535623-0.938771im 1.33986+3.18496im
-1.24022-0.748321im -0.733792-4.42309im … -1.23914+5.39389im
```
Subexpression:
p2 = plan_nfft(y, N, dims=2)
fHat = p2 * f
Evaluated output:
16×11 Matrix{ComplexF64}:
-1.2312-3.45007im 6.43491-4.46477im … -1.88826-2.91321im
-0.281379+1.37813im -4.88081-0.889356im -0.94608+2.51003im
1.49572+3.05331im -0.525319-3.37755im 1.43442-0.676892im
8.00332-5.61567im 2.67785+3.48995im -0.324491+3.55733im
1.96454+4.89765im -1.77692-3.68016im 4.09195+1.99918im
-2.74732-4.93112im -1.19153-5.33387im … 0.649073+1.72837im
-5.85823+2.67833im 1.91555+3.08714im -3.72587+4.33492im
-4.4272-1.14999im 5.80954-2.01982im 0.18063+1.87824im
-1.83403+5.13397im -4.28511-5.76414im 0.879507-0.137346im
2.06692-4.06805im 1.81543+1.60781im -0.882862+3.75418im
-0.840898-4.7404im -0.876844+0.745518im … 5.3795-4.14843im
-0.694815+2.00596im -3.01205-4.17965im 8.24652+4.83723im
3.78288+3.9056im -0.710089-4.57289im -1.25317+0.670477im
1.24214+1.29899im -2.48109+2.64126im 4.87461+2.83695im
1.26369-6.68109im -0.535623-0.938771im 1.33986+3.18496im
-1.24022-0.748321im -0.733792-4.42309im … -1.23914+5.39389im
Expected output:
16×11 Matrix{ComplexF64}:
-1.2312-3.45007im 6.43491-4.46477im … -1.88826-2.91321im
-0.281379+1.37813im -4.88081-0.889356im -0.94608+2.51003im
1.49572+3.05331im -0.525319-3.37755im 1.43442-0.676892im
8.00332-5.61567im 2.67785+3.48995im -0.324491+3.55733im
1.96454+4.89765im -1.77692-3.68016im 4.09195+1.99918im
-2.74732-4.93112im -1.19153-5.33387im … 0.649073+1.72837im
-5.85823+2.67833im 1.91555+3.08714im -3.72587+4.33492im
-4.4272-1.14999im 5.80954-2.01982im 0.18063+1.87824im
-1.83403+5.13397im -4.28511-5.76414im 0.879507-0.137346im
2.06692-4.06805im 1.81543+1.60781im -0.882862+3.75418im
-1.04478-4.80547im -1.0337+0.599923im … 5.50257-4.32352im
-0.694815+2.00596im -3.01205-4.17965im 8.24652+4.83723im
3.78288+3.9056im -0.710089-4.57289im -1.25317+0.670477im
1.24214+1.29899im -2.48109+2.64126im 4.87461+2.83695im
1.26369-6.68109im -0.535623-0.938771im 1.33986+3.18496im
-1.24022-0.748321im -0.733792-4.42309im … -1.23914+5.39389im
diff =
Warning: Diff output requires color.
16×11 Matrix{ComplexF64}:
-1.2312-3.45007im 6.43491-4.46477im … -1.88826-2.91321im
-0.281379+1.37813im -4.88081-0.889356im -0.94608+2.51003im
1.49572+3.05331im -0.525319-3.37755im 1.43442-0.676892im
8.00332-5.61567im 2.67785+3.48995im -0.324491+3.55733im
1.96454+4.89765im -1.77692-3.68016im 4.09195+1.99918im
-2.74732-4.93112im -1.19153-5.33387im … 0.649073+1
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in src/overview.md:33-60
```jldoctest; output = false, setup = :(using NFFT, Random; Random.seed!(1))
J, N = 16, 32
k = rand(2, J) .- 0.5
f = randn(ComplexF64, J)
p = plan_nfft(k, (N,N), reltol=1e-9)
fHat = adjoint(p) * f
y = p * fHat
# output
16-element Vector{ComplexF64}:
720.6895322185169 + 965.5238823656156im
-437.3350182871744 + 342.76233801285343im
-254.2540698800256 + 443.98830704210474im
-22.031291597035764 - 1154.6436407643148im
-553.2097750887631 + 870.1410092328575im
-502.9985672100639 - 345.1896840480444im
-113.39126060229778 - 58.42376028629184im
809.2621963819311 + 440.7093087199319im
328.7372432755839 - 1199.2654551345026im
-135.96498544538673 - 1231.1920536412733im
-62.366745207758484 - 1112.5395014452238im
-1232.9994882937272 - 1753.9813744663502im
670.645665270049 + 1123.1414479604593im
-520.606923875403 - 69.30438918655777im
-347.30015266563146 - 1573.5948177902806im
654.2300617100433 + 458.56688307993295im
```
Subexpression:
J, N = 16, 32
k = rand(2, J) .- 0.5
f = randn(ComplexF64, J)
p = plan_nfft(k, (N,N), reltol=1e-9)
fHat = adjoint(p) * f
y = p * fHat
Evaluated output:
16-element Vector{ComplexF64}:
720.6895322120489 + 965.5238823533356im
-437.3350182902921 + 342.762338015117im
-254.254069878534 + 443.98830703906646im
-22.031291597632677 - 1154.6436407707442im
-553.2097750978456 + 870.141009246982im
-502.9985672117597 - 345.18968404922515im
-113.39126060291233 - 58.423760286140116im
809.2621963784359 + 440.7093087192107im
328.73724327772777 - 1199.2654551418184im
-135.96498544574132 - 1231.1920536402201im
-62.366745207087845 - 1112.539501456509im
-1232.9994883040201 - 1753.9813744814116im
670.6456652742794 + 1123.141447965218im
-520.6069238739642 - 69.30438918637111im
-347.3001526664351 - 1573.594817790288im
654.2300617098211 + 458.56688308083943im
Expected output:
16-element Vector{ComplexF64}:
720.6895322185169 + 965.5238823656156im
-437.3350182871744 + 342.76233801285343im
-254.2540698800256 + 443.98830704210474im
-22.031291597035764 - 1154.6436407643148im
-553.2097750887631 + 870.1410092328575im
-502.9985672100639 - 345.1896840480444im
-113.39126060229778 - 58.42376028629184im
809.2621963819311 + 440.7093087199319im
328.7372432755839 - 1199.2654551345026im
-135.96498544538673 - 1231.1920536412733im
-62.366745207758484 - 1112.5395014452238im
-1232.9994882937272 - 1753.9813744663502im
670.645665270049 + 1123.1414479604593im
-520.606923875403 - 69.30438918655777im
-347.30015266563146 - 1573.5948177902806im
654.2300617100433 + 458.56688307993295im
diff =
Warning: Diff output requires color.
16-element Vector{ComplexF64}:
720.6895322185169 720.6895322120489 + 965.5238823656156im
-437.3350182871744 965.5238823533356im
-437.3350182902921 + 342.76233801285343im
-254.2540698800256 342.762338015117im
-254.254069878534 + 443.98830704210474im
-22.031291597035764 443.98830703906646im
-22.031291597632677 - 1154.6436407643148im
-553.2097750887631 1154.6436407707442im
-553.2097750978456 + 870.1410092328575im
-502.9985672100639 870.141009246982im
-502.9985672117597 - 345.1896840480444im
-113.39126060229778 345.18968404922515im
-113.39126060291233 - 58.42376028629184im
809.2621963819311 58.423760286140116im
809.2621963784359 + 440.7093087199319im
328.7372432755839 440.7093087192107im
328.73724327772777 - 1199.2654551345026im
-135.96498544538673 1199.2654551418184im
-135.96498544574132 - 1231.1920536412733im
-62.366745207758484 1231.1920536402201im
-62.366745207087845 - 1112.5395014452238im
-1232.9994882937272 1112.539501456509im
-1232.9994883040201 - 1753.9813744663502im
670.645665270049 1753.9813744814116im
670.6456652742794 + 1123.1414479604593im
-520.606923875403 1123.141447965218im
-520.6069238739642 - 69.30438918655777im
-347.30015266563146 69.30438918637111im
-347.3001526664351 - 1573.5948177902806im
|
|
Run julia-actions/julia-docdeploy@latest:
../../../.julia/packages/Documenter/6vUwN/src/DocTests.jl#L369
doctest failure in src/overview.md:8-29
```jldoctest; output = false, setup = :(using NFFT, Random; Random.seed!(1))
using NFFT
J, N = 8, 16
k = range(-0.4, stop=0.4, length=J) # nodes at which the NFFT is evaluated
f = randn(ComplexF64, J) # data to be transformed
p = plan_nfft(k, N, reltol=1e-9) # create plan
fHat = adjoint(p) * f # calculate adjoint NFFT
y = p * fHat # calculate forward NFFT
# output
8-element Vector{ComplexF64}:
-2.7271960749618147 + 3.8456244592089193im
-10.845195849950795 + 28.19548075631714im
14.03623366689872 + 1.6000052060508116im
21.40183412153706 - 11.485663941957627im
-13.314941250611934 - 5.0460967285430085im
-6.727872247343835 + 13.675812003697747im
4.774802667091787 - 1.3445454002125357im
16.242902197408224 + 4.374305558267848im
```
Subexpression:
using NFFT
J, N = 8, 16
k = range(-0.4, stop=0.4, length=J) # nodes at which the NFFT is evaluated
f = randn(ComplexF64, J) # data to be transformed
p = plan_nfft(k, N, reltol=1e-9) # create plan
fHat = adjoint(p) * f # calculate adjoint NFFT
y = p * fHat # calculate forward NFFT
Evaluated output:
8-element Vector{ComplexF64}:
-2.727196075045585 + 3.845624459230167im
-10.845195849921888 + 28.195480756172703im
14.036233667047407 + 1.6000052060038403im
21.401834121576837 - 11.485663942028701im
-13.314941250713122 - 5.046096728579445im
-6.7278722474854264 + 13.67581200372671im
4.774802667002908 - 1.3445454002024848im
16.24290219746121 + 4.374305558242009im
Expected output:
8-element Vector{ComplexF64}:
-2.7271960749618147 + 3.8456244592089193im
-10.845195849950795 + 28.19548075631714im
14.03623366689872 + 1.6000052060508116im
21.40183412153706 - 11.485663941957627im
-13.314941250611934 - 5.0460967285430085im
-6.727872247343835 + 13.675812003697747im
4.774802667091787 - 1.3445454002125357im
16.242902197408224 + 4.374305558267848im
diff =
Warning: Diff output requires color.
8-element Vector{ComplexF64}:
-2.7271960749618147 Vector{ComplexF64}:
-2.727196075045585 + 3.8456244592089193im
-10.845195849950795 3.845624459230167im
-10.845195849921888 + 28.19548075631714im
14.03623366689872 28.195480756172703im
14.036233667047407 + 1.6000052060508116im
21.40183412153706 1.6000052060038403im
21.401834121576837 - 11.485663941957627im
-13.314941250611934 11.485663942028701im
-13.314941250713122 - 5.0460967285430085im
-6.727872247343835 5.046096728579445im
-6.7278722474854264 + 13.675812003697747im
4.774802667091787 13.67581200372671im
4.774802667002908 - 1.3445454002125357im
16.242902197408224 1.3445454002024848im
16.24290219746121 + 4.374305558267848im4.374305558242009im
|
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