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Interpolations.gradient causes some allocations under Julia v1.11 whereas under Julia v1.10 it does not. Resulting in also some significant performance drop. MWE: using BenchmarkTools using Interpolations ...
  • lmh91
  • 2
  • Opened 
    on Feb 2
  • #610

Just a quick note that gradient and hessian are exported. This contradicts the news that says they are no longer exported. https://github.com/JuliaMath/Interpolations.jl/blob/4ad83f83af293ef188b46677ccc97313e3eeaa48/src/hermite/cubic.jl#L154 ...
  • dgleich
  • 1
  • Opened 
    on Nov 12, 2024
  • #605

I have made the following function in order to create an interpolation from a matrix of coefficients d: function interpolate(d::AbstractArray{T}) where {T :Real} Ns, Nt = size(d) ITPType = Gridded(Linear()) ...
  • pvillacorta
  • Opened 
    on Sep 16, 2024
  • #603

Hi, A big fan of the package and using Interpolations.jl quite a lot. Just wanted to ask if you had any plans to extend the extrapolation methods to use splines in the near future. I am currently using ...
  • SarThak191119
  • Opened 
    on Aug 13, 2024
  • #601

Would it be possible to have a Structure for a Vector of Interpolations across common x values and interpolation type ? k = 0:4 M = eachrow(randn(1_000,5)) iv = interpolate.( [(k,)], ...
  • Lincoln-Hannah
  • Opened 
    on Aug 6, 2024
  • #600

Suppose you have an array of a = rand(Float32, (10, 11)) As you have mentioned in this commit, the eltype of the interpolate object itp = interpolate(a, BSpline(Linear())) is Float32. Then we want ...
  • hzarei4
  • 1
  • Opened 
    on Jun 28, 2024
  • #598

Hello, I am experiencing an error that can be reproduced with the following lines: using Interpolations, CUDA, Adapt N = 5 x = range(0f0, 1f0, N) y = rand(Float32, N) itp = interpolate((x,), y, Gridded(Linear())) ...
  • pvillacorta
  • Opened 
    on Jun 26, 2024
  • #597

[```][https://juliamath.github.io/Interpolations.jl/stable/control/#Scaled-BSplines] A_x = 1.:2.:40. A = [log(x) for x in A_x] itp = interpolate(A, BSpline(Cubic(Line(OnGrid())))) sitp = scale(itp, A_x) ...
  • macmyn
  • 1
  • Opened 
    on Jun 4, 2024
  • #596

To be fair, the docs for Constant does mention possibility of numerical errors but this seems quite wrong... # wrong - should be 20 julia interpolate(([1,2],),[10,20],Gridded(Constant{Previous}()))(2) ...
  • nielsls
  • 1
  • Opened 
    on May 25, 2024
  • #595

I am not certain, but the boundary conditions for Cubic{Free} appear to be copy-pasted versions of the Cubic{Periodic} boundary conditions. They should probably be of similar form to the Quadratic{Free} ...
  • cchapmanbird
  • Opened 
    on Apr 29, 2024
  • #594
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