Extending Compressive Bilateral Filtering For Arbitrary Range Kernel

Smoothing filters have been used for pre/post-processing in various fields, such as computer vision and computer graphics. Bilateral filtering (BF) has a typical edge-preserving filter for such applications. The main issue of BF is its computational cost. Constant-time BF (O(1) BF) is one of the sol...

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Bibliographic Details
Main Authors: Sumiya, Yuto, Fukushima, Norishige, Sugimoto, Kenjiro, Kamata, Sei-ichiro
Format: Conference Proceeding
Language:English
Subjects:
Acceleration
arbitrary range kernel
compressive bilateral filter
Constant-time bilateral filter
Convolution
Convolutional codes
Filtering
Fourier series
Fourier series expansion
Gaussian distribution
Kernel
O bilateral filter
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Summary:Smoothing filters have been used for pre/post-processing in various fields, such as computer vision and computer graphics. Bilateral filtering (BF) has a typical edge-preserving filter for such applications. The main issue of BF is its computational cost. Constant-time BF (O(1) BF) is one of the solutions to this problem, and compressive BF is a kind of O(1) BF. Compressive BF has, however, a restriction that we can only use Gaussian kernel as a range kernel until now. In this paper, we propose the method to extend compressive BF to handle arbitrary range kernels. Experimental results show that our extension handles arbitrary range kernels, and becomes the number of convolutions into half.
ISSN:2381-8549
DOI:10.1109/ICIP40778.2020.9191123