Multi-Dimensional Rajan Transform
Multi-Dimensional Rajan Transform
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Keywords

discrete transforms
rajan transform
permutation invariant systems
homomorphic transforms

How to Cite

K. Thiagarajan, Manish Prateek, & Ethirajan Govindarajan. (2021). Multi-Dimensional Rajan Transform. Global Journal of Computer Science and Technology, 20(G6), 19–27. https://doi.org/10.34257/GJCSTGVOL20IS6PG19

Abstract

In this paper we describe the formulation of a novel transform called Multi-Dimensional Rajan Transform which is an extension of Rajan Transform Basically Rajan Transform operates on a number sequence whose length is a power of two It transforms any sequence of arbitrary numbers into a sequence of interrelated numbers As regards 2D Rajan Transform there are two methods to implement it i Row- Column method and ii Column-Row method The 2D Rajan Transform obtained using the first method need not be the same as that obtained using second method Similarly one can implement 3-D Rajan Transform using the following approaches i Row-Column-Depth approach ii Row-Depth- Column approach iii Column-Row-Depth approach iv Column-Depth-Row approach v Depth-Row-Column approach and vi Depth- Column-Row approach This paper explains these approaches to implement two and three dimensional Rajan Transforms
https://doi.org/10.34257/GJCSTGVOL20IS6PG19
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