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Published in: Soft Computing 8/2019

04-12-2018 | Focus

Saliency detection in stereoscopic images using adaptive Gaussian Kernel and Gabor filter

Authors: Y. Rakesh, K. Sri Rama Krishna

Published in: Soft Computing | Issue 8/2019

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Abstract

So far a number of saliency detection designs have been developed for various applications in multimedia scenario. However, certain applications of stereoscopic imaging necessitate enhancing saliency detection designs to extract the salient areas accurately. Saliency detection strategy still faces many challenges like complexity in natural images as well as lesser-scale patterns in salient objects. This paper is set to obtain the saliency detection technique in two stages: feature extraction and depth saliency detection. Gaussian Kernel model is used to extract the features and Gabor filter to get the depth saliency map. This paper optimizes two coefficients namely feature difference among image patches \( U \), from feature evaluation and fine scale \( c \), from which the accurate detection can be achieved. For this, a renowned optimization algorithm named grey wolf optimization (GWO) is used, which is a recently proposed intelligent optimization method inspired by hunting behavior of grey wolves. The saliency detection model detection model is implemented in MATLAB 2015a. To the next of implementation, the performance of the proposed model, GWO-3-dimensional saliency mapping is compared over other the conventional algorithms in terms of receiver operator curve, Pearson correlation coefficient, Kullback–Leibler divergence and area under the curve. The overall performance analysis in terms of above measures and a valuable statistical analysis are carried out for validating the effectiveness of proposed model. The entire analysis proves that the proposed saliency detection performs better than the conventional models.

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Metadata
Title
Saliency detection in stereoscopic images using adaptive Gaussian Kernel and Gabor filter
Authors
Y. Rakesh
K. Sri Rama Krishna
Publication date
04-12-2018
Publisher
Springer Berlin Heidelberg
Published in
Soft Computing / Issue 8/2019
Print ISSN: 1432-7643
Electronic ISSN: 1433-7479
DOI
https://doi.org/10.1007/s00500-018-03673-x

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