Open AccessConnections between Aboodh Transform and Some Effective Integral Transforms
Author(s) -
Renu Chaudhary*,
Swarg Deep Sharma,
Nigam Kumar,
Sudhanshu Aggarwal
Publication year - 2019
Publication title -
international journal of innovative technology and exploring engineering
Language(s) - English
Resource type - Journals
ISSN - 2278-3075
DOI - 10.35940/ijitee.a4262.119119
Subject(s) - integral transform , two sided laplace transform , mellin transform , hartley transform , laplace transform , s transform , laplace transform applied to differential equations , fractional fourier transform , mathematics , inverse laplace transform , mathematical analysis , laplace–stieltjes transform , computer science , fourier transform , wavelet transform , artificial intelligence , fourier analysis , wavelet packet decomposition , wavelet
Integral transforms are the most useful techniques of the mathematics which are used to finding the solution of heat transfer problems, mixing problems, electrical networks, bending of beams, signal processing problems, which generally appears in the various disciplines of engineering and sciences. In this research paper, connections between Aboodh transform and some effective integral transforms (Laplace transform, Kamal transform, Elzaki transform, Sumudu transform, Mahgoub transform, Mohand transform and Sawi transform) are discussed and integral transforms of some typical functions are given in table form in application section to signify the fruitfulness of connections between Aboodh transform and some effective mention integral transforms.