Abstract

One of the very efficient and resource conservative image processing methodology is with the help of bilateral filters. This technique filters the image without the help of edge smoothing but it does employs spatial averaging in a non-linear way. The filtering technique discussed above is very much dependent on the parameters of its filters. A very slight change in filter parameter values effects the outputs and results in a most drastic manner. In this paper, the author has worked on two contributions. In the applications concerning image denoising, the author has contributed in study of the parameter selection of bilateral filters which are optimal in nature. The contribution number two is about extending the present work i.e. extension of the filters which are bilateral in nature. In this process, the bilateral filtering of images is applied to the lower frequency sub-bands which is also known as approximation sub-band. This sub-band is obtained by using the wavelet transformations. Hence, a new framework for image denoising will be created which will be combination of multiresolution bilateral filtering and wavelets transformation techniques. As a matter of fact, this combination is efficient in contradicting noise from an image.

Highlights

  • Digital data, more preciously digital images, are prone to noise from so many different sources.Display of characteristics which are non-uniformly spatial in nature are shown by some of the noise components such as dark signal non-uniformity aka DSNU or photo-response non-uniformity (PRNU)

  • Because of the reason that the spatial pattern of the above mentioned noise does not vary with time, the noise is sometimes referred to as fixed pattern noise (FPN)

  • Work In this paper, the main focus of the computation was on optimal value of the parameters that are to be used for bilateral filtering, with image denoising being the main application

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Summary

Introduction

More preciously digital images, are prone to noise from so many different sources.Display of characteristics which are non-uniformly spatial in nature are shown by some of the noise components such as dark signal non-uniformity aka DSNU or photo-response non-uniformity (PRNU). This is a very good method as it preserves all the edges of the image data but on the other hand noise present in that local neighborhood gets leveled/averaged out. We have talked about the applications of bilateral filtering on only image denoising domain, but that is not the only domain it works with.

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