"It's better to be outright wrong than somewhat confused"
This is a simple side project to try and flex some AutoDiff and PkgDev skills and give a little back to the great Julia community.
The aim of this project is to provide fast closed form Integral Transforms in simple and extensible Julia. In particular, this project will try to document why writing library-level code for scientists who are enthusiastic but not experts at coding can exploit Julia's full capabilities. Blog posts that detail the development of this project are here.
PR's, comments, and critiques are more than welcome.
This is my first package so any suggestions are highly encouraged.
- Priority will be given to Laplace, Fourier, Hankel, Mellin and some classical ones - in that order.
- For the time being this list is only going off the Wikipedia page and these Volume 1 and Volume 2
- Feel free to PR some more!
- Abel
- Bateman
- Borel
- Bracewell
- Buschman Transform
- Fourier
- ShortTime Fourier
- Hankel
- Hartley
- Hermite
- Hilbert
- Hough
- Jacobi
- Kontorovich-Lebedev
- Laguerre
- Laplace
- TwosidedLaplace
- LaplaceCarson
- LaplaceStieltjes
- Legendre
- LinearCanonical
- Mellin
- Mehler-Fock
- Meijer
- PoissonMellinNewton
- NTransform
- Narain G-Transform
- Radon Transform
- Riemann-Liouville
- Stieltjes
- Sumudu
- Wavelet
- Weierstrass
- Weyl Fractional Integral
- G - Transform
- H - Transform
- W - Transform
- Z - Transform
- Binomial
- DiscreteFourier
- FFTransform
- DiscreteCosine
- ModifiedDiscreteCosine
- DiscreteHartley
- DiscreteSine
- DiscreteWavelet
- Hadamard
- FastWavelet
- Hankel
- DiscreteChebyshev
- DiscreteHankel
- FiniteLegendre
- SphericalHarmonic
- IrrationalBaseWeighted
- NumberTheoretic
- Stirling
- DiscreteTime Fourier
- ZTransform
- Your PR here! 👍