International Journal of Emerging Trends & Technology in Computer Science
A Motivation for Recent Innovation & Research
ISSN 2278-6856
www.ijettcs.org
Call for Paper, Published Articles, Indexing Infromation
Title: |
Adjoint Operators of Fourier-Finite Mellin Transform
|
Author Name: |
V. D. Sharma, A. N. Rangari |
Abstract: |
Abstract
Transform analysis of generalized functions concentrates on
finite parts of integrals, generalized function and
distributions. The Fourier- Mellin transform (FMT) of an
input function is defined as and is the magnitude squared of
the Mellin transform of the magnitude squared of the Fourier
transform of the input function. A specific form of the Mellin
transform, referred to as the “scale transformâ€, is known to
be a natural complement to the Fourier transform for
wideband analytic signals. While the Fourier-Finite Mellin
has found numerous applications in optical pattern
recognition, ship classification by sonar and radar and image
processing. These Fourier and Finite Mellin transforms have
various properties and these properties have various
applications in many fields.
The main purpose of this paper is to describe the Adjoint
operators of Fourier-Finite Mellin transform.
Keywords: Fourier transform, Finite Mellin transform,
Fourier-Finite Mellin transform, Generalized function,
Adjoint Operator. |
Cite this article: |
V. D. Sharma, A. N. Rangari , "
Adjoint Operators of Fourier-Finite Mellin Transform " , International Journal of Emerging Trends & Technology in Computer Science (IJETTCS),
Volume 4, Issue 6, November - December 2015 , pp.
010-013 , ISSN 2278-6856.
|