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Malay K. Kundu

Researcher at Indian Statistical Institute

Publications -  151
Citations -  3513

Malay K. Kundu is an academic researcher from Indian Statistical Institute. The author has contributed to research in topics: Image retrieval & Digital watermarking. The author has an hindex of 33, co-authored 151 publications receiving 3283 citations. Previous affiliations of Malay K. Kundu include Intel.

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Proceedings ArticleDOI

Image retrieval with visually prominent features using fuzzy set theoretic evaluation

TL;DR: This paper proposes a new image retrieval scheme using visually significant features that combines illumination, viewpoint invariant color features, and relative importance of the features is evaluated using a fuzzy entropy based measure from relevant and irrelevant set of the retrieved images marked by the users.
Journal ArticleDOI

A parallel graytone thinning algorithm (PGTA)

TL;DR: The performance of PGTA is demonstrated on a variety of images, where it is seen that PGTA not only thins the object but also enhances the object-background contrast.
Proceedings ArticleDOI

Adaptive basis selection for multi texture segmentation by M-band wavelet packet frames

TL;DR: An overcomplete wavelet decomposition scheme called discrete M-band wavelet packet frame (DM-bWPF), which yields improved segmentation accuracies and a computationally efficient search procedure to find the optimal basis based on some maximum criterion of textural measures derived from the statistical parameters of each of the subbands.

Image Segmentation Using Wavelet Packet Frames and Neuro-fuzzy Tools

TL;DR: The present article describes a image segmenta- tion technique using M -band wavelet packet frames features that are evaluated and selected using an efficient neuro-fuzzy feature evaluation techniqu, which is demonstrated on IRS-1A and SPOT images.
Journal ArticleDOI

Handling of impreciseness in gray level corner detection using fuzzy set theoretic approach

TL;DR: To detect corners in a gray level image under imprecise information, an algorithm based on fuzzy set theoretic model is proposed and the robustness of the proposed algorithm is compared with well known conventional detectors.