# clij2-fft (featuring non-circulant rltv deconvolution)
clij2-fft is a prototype implementation of a framework for OpenCl based FFT algorithms. The most used algorithm from this project is the OpenCL implementation of the non-circular Richardson Lucy deconvolution algorithm with total variation regularization, which can be called as follows
```
from clij2fft.richardson_lucy import richardson_lucy_nc
decon_clij2=richardson_lucy_nc(im,psf,100,0.0002)
```
or for large image that need to be split up into chunks with dask
```
from clij2fft.richardson_lucy_dask import richardson_lucy_dask
decon=richardson_lucy_dask(img, psf, 100, 0.0001)
```
If you need support for the library please post a question on the [Image.sc Forum](https://forum.image.sc/).
Long term we hope to integrate FFT based math more closely with the [Clic project](https://github.com/clEsperanto/CLIc_prototype). The goal is to make it easy to write algorithms such as convolution, correlation, registration and deconvolution that consist of a series of FFTs combined with other math operations.
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"description": "# clij2-fft (featuring non-circulant rltv deconvolution)\n\nclij2-fft is a prototype implementation of a framework for OpenCl based FFT algorithms. The most used algorithm from this project is the OpenCL implementation of the non-circular Richardson Lucy deconvolution algorithm with total variation regularization, which can be called as follows\n\n```\nfrom clij2fft.richardson_lucy import richardson_lucy_nc\ndecon_clij2=richardson_lucy_nc(im,psf,100,0.0002)\n```\n\nor for large image that need to be split up into chunks with dask\n\n```\nfrom clij2fft.richardson_lucy_dask import richardson_lucy_dask\ndecon=richardson_lucy_dask(img, psf, 100, 0.0001)\n```\n\nIf you need support for the library please post a question on the [Image.sc Forum](https://forum.image.sc/).\n\nLong term we hope to integrate FFT based math more closely with the [Clic project](https://github.com/clEsperanto/CLIc_prototype). The goal is to make it easy to write algorithms such as convolution, correlation, registration and deconvolution that consist of a series of FFTs combined with other math operations. \n",
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