Open codesteller86 opened 3 years ago
Hi @codesteller. It sounds like your use case is primarily for 1D signals?
I am a maintainer at PyWavelets and had worked on a new package for discrete wavelet transforms (and more general, overcomplete framelet transforms such as shearlets, dual-tree wavelets, etc) that have both NumPy and CuPy backends. This was done as a research project and is currently still in a private repository. A few years back, I had unsuccessfully applied for an academic grant to support its development and transition into a more mature open source package. I have since moved to a software development role at Quansight and no longer have an immediate research need for these transforms, but would like to see the past work I did be of benefit to others.
Although there are still some things in the API that were a bit experimental, I am interested in making it available. It is mainly a matter of finding time to do so.
One possibility would be extracting a minimal subset of features for inclusion here (maybe just traditional covering PyWavelets dwt
, idwt
, wavedec
and waverec
). This repository already has an upfirdn
function that can be used for the core convolution operations in these transforms. If we want to reproduce all of the boundary modes from PyWavelets, though, those would need to adapt that code from another upfirdn
implementation I previously published at https://github.com/mritools/fast_upfirdn.
A second possibility is publishing in a new PyFramelets
repository under the PyWavelets organization. The main drawback of that approach is that we don't have CI infrastructure there for testing on GPUs and I suspect we will find it challenging to find resources to adequately maintain the package.
I am interested in hearing from cuSignal devs on the relative level of interest in wavelet transforms for cuSignal. In the past, I was most interested in use cases applying to 3D (or 3D + channels) medical imaging datasets, so the implementations I have are n-dimensional and have the general ability to select which axes the transform would be applied over.
cc @jakirkham , @quasiben , @rgommers for awareness
Hey @grlee77 -- always great hearing your perspective.
I'm completely supportive of having cuSignal be the home for your stripped-down implementations of dwt
, idwt
, and others and would even support changes to upfirdn
to accommodate this added functionality.
That said, if you've been following my GitHub commit history, you can probably guess that I've been spending more time on the 'customer' side than the 'developer' side lately and would strongly rely on you and the broader community to build out these features in cuSignal. I'll contribute as much as I can!
I've designed cuSignal to be the "big tent" signal processing library focused on developer productivity, and I think wavelets make sense having a home here. I'm also okay if they're not totally optimized on GPU. Let's get features into the community's hands and see how fast they need to go.
@grlee77 Thanks for your inputs and sorry for the delayed response. It is really great to look into your repo. It seems to be a good starting point for me to find a way of implementing this in my current work. That said, I agree with @awthomp that it will be nice to have these algorithms available in cuSignal. I would gladly work with you and others interested in integrating or implementing these functionalities.
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Is your feature request related to a problem? Please describe. I wish I could use cuSignal to work on Discrete Wavelet Transforms in a way like I use PyWavelets
(cA, cD) = pywt.dwt(arr, 'db1',axis=-1)
Describe the solution you'd like I would like to have a single api to take an array of data and the mother wavelets, which is GPU accelerated and produces output as in PyWavelets
Describe alternatives you've considered cuSignal has CWT, but this does not work for our usecase. Also tried https://github.com/pierrepaleo/PDWT, but it does not work with variations in wavelets as input.
Additional context A similar to PyWavelets
(cA, cD) = pywt.dwt(arr, 'db1',axis=-1)