Author : Ashwin singh chouhan
Keyword : : integral equation, classification, kernels, relation of differential integral equations
Subject : Mathematics
Article Type : Original article (research)
DOI : 10.46501/ijmtst0806097
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Article File : Full Text PDF
Abstract : Background: The subject of Integral equations is one of the most useful mathematical tools in both pure and applied mathematics. It has enormous applications in many physical problems. Integral transforms are important to solve real problems. Method and material: We conducted this research paper by observing the different types of reviews, as well as conducting and evaluating literature review papers. Result: A new general integral transform that covers all classes of integral transforms in the class of Laplace transforms. We investigated the application of this new transformation to solving ODEs with constant and variable coefficients. Conclusions: In this paper, we have discussed the classifications of integral equations such as Fredholm Integral Equation, Volterra Integral Equation and many others along with the kinds of particular equation.
Article by : ASHWIN SINGH CHOUHAN
Article add date : 2022-07-04
How to cite : Ashwin singh chouhan. (2022-July-04). Future and current general integral transform for solving integral equations. retrieved from https://www.openacessjournal.com/abstract/1089