Noise Removal using Chebyshev Functional Link Artificial Neural Network with Backpropagation

Main Article Content

Madasamy Sornam
V Vanitha
T G Ashmitha

Abstract

In this proposed work, we have used an alternate ANN structure called Functional link ANN for image denoising. In contrast to other feed forward neural networks, the FLANN is a single layer structure, which never contain any hidden layer and non-linearity is introduced by enhancing the input pattern with a nonlinear function expansion called Chebyshev functional expansion. With the Chebyshev functional expansion, the network shows very good result in denoising the image corrupted by four different noise called Salt and Pepper noise, Gaussian noise, Speckle noise and Poisson noise. In this paper Gaussian noise is added to the speckle noise to give better result. In particular FLANN structure with Chebyshev functional expansion works best for Poisson noise suppression from an image. Here Back Propagation network is used to train the Chebyshev expanded image. BP network can be used to learn and store a great deal of mapping relations of input-output models, and no need to disclose in advance the mathematical equation that describes these mapping relations. Feed Forward Back Propagation (FFBP) algorithm performs quite well in the presence of different noise while preserving the image features satisfactorily

Downloads

Download data is not yet available.

Article Details

Section
Articles
Author Biographies

Madasamy Sornam, Department of Computer Science,University of Madras Chennai-5

Computer Science Department, University of Madras

V Vanitha, Department of Computer Science,University of Madras Chennai-5

Computer Science Department, University of Madras

T G Ashmitha, Department of Computer Science,University of Madras Chennai-5

Computer Science Department, University of Madras

References

S.Zhang, E. Salari, “Image denoising using a neural network based non-linear filter in wavelet domain†Pattern Recognition vol. 36 pp. 1747-1763, 2003

Sudhansu Kumar Mishra, Ganpati Panda, Sukadev Meher, “Chebyshev Functional Link Artificial Neural Networks for Denoising of Image Corrupted by Salt and Pepper Noise “ ACEEE International Journal on Signal & Image Processing;Jan2010, Vol. 1 Issue 1, pp. 42-45

Bhat Jasra, Aniqa Yaqoob, Sanjay Kumar Dubey “Removal of high density salt and pepper noise using BPANN-modified median filter technique†International Journal of Advanced Research in Electrical, Electronics and Instrumetnation Engineering Vol.2, Issue 2,pp. 761-763, February 2013

https://en.wikipeida.org/wiki/Gaussian_noise

Nalin Kumar and M.Nachamai “Noise Removal and Filtering Techniques Used in Medical Images,†Indian Journal of Computer Science and Engineering, Vol. 3 No. 1 pp. 146-153, Feb-Mar 2012

Shruthi B, S. Renukalatha, M Siddappa, “Speckle Noise Reduction in Ultrasound Images “ International Journal of Computer Theory and Engineering, Vol. 1,No. 1, pp. 1793-8201, April 2009

Charu Pandey, Vartika Singh, O.P.Singh, Satish Kumar, “Functional Link Artificial Neural Network for Denoising of Image†IOSR journal of Electronics and Communication Engineering,Volume 4, Issue 6 (Jan. –Feb. 2013), pp. 109-115

Patra,J.C, Pal,R.N, "Functional link artificial neural network based adaptive channel equalization of nonlinear channels with QAM signal" IEEE International Conference, Systems, Man and Cybernetics, 1995,Vol3, Oct.-1995, pp. 2081-2086

R Grino, G.Cembrano, and C.Torres, "Nonlinear system Identification using additive dynamic neural networks two on line approaches."IEEE Trans Circuits System vol. 47, Feb 2000, pp 150-165

A.R.Foruzan, B.N.Araabi, "Iterative median filtering for restoration of images with impulsive noise.’’ Electronics, Circuits and Systems, 2003. ICECS 2003. Dec 2003, pp. 14-17

L. Corbalan, G.Osella, Massa.C.Russo, L.Lanzarini,. De Giusti ‘’Image Recovery Using a New Nonlinear daptive Filter Based on Neural Networks’’Journal of Computing and Information Technology - CIT 14, Apr.2006, pp. 315– 320

F. Russo, ‘’A method for estimation and filtering of Gaussian noise in images. Instrumentation and Measurement,’’ IEEE Transactions on Volume 52, Issue 4, Aug. 2003, pp. 1148–1154