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Application of intuitionistic robust fuzzy matrix in computer vision

Journal of Mathematical Problems Equations and Statistics · 2024 · Vol. 5(1) · pp. 137–142
K. RevathiP Sundararajan

Abstract

Many techniques have been employed for the development of an optimum corner detection algorithm. Each effort is guided by the motivation to overcome the limitations in previous methodologies. The conventional techniques incorporate the use of linear time invariant filters. These filters recognize a corner as an abrupt change of grey scale pixel intensities. The techniques are well established and computationally efficient. Harris, SUSAN, Robert, Prewitt, canny, SOBOL, SIFT, FAST, SFAST are based on the concept of spatial differential filters utilizing local gradient. These filters process the data in a relatively short time and are computationally optimized, however, they are susceptible to noise. In this paper a new intuitionistic robust fuzzy matrix, corner-based detection method is proposed, namely Intuitionistic Robust Fuzzy Matrix Corner Detection (IRFMCD) and its performance is studied by using real images with error tolerance.

Advanced Image and Video Retrieval TechniquesImage Retrieval and Classification TechniquesRobotics and Sensor-Based LocalizationPrewitt operatorScale-invariant feature transformComputer scienceArtificial intelligenceFuzzy logicPixelMatrix (chemical analysis)Corner detectionComputer visionMathematics
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References
On the relationship between some extensions of fuzzy set theory
Fuzzy Sets and Systems · 2002 · 763 citations
Distinctive Image Features from Scale-Invariant Keypoints
International Journal of Computer Vision · 2004 · 54,768 citations
A robust measure of pairwise distance estimation approach: RD-RANSAC
International Journal of Statistics and Applied Mathematics · 2017 · 2 citations
International Journal of Statistics and Applied Mathematics
International Journal of Statistics and Applied Mathematics · 2018 · 81 citations
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