Title of article
A novel numerical technique and stability criterion of VF type integro-differential equations of non-integer order
Author/Authors
Saha ، Dipankar Department of Mathematics - National Institute of Technology Silchar , Sarkar ، Nimai Department of Mathematics - National Institute of Technology Silchar , Sen ، Mausumi Department of Mathematics - National Institute of Technology Silchar , Saha ، Subhankar Department of Mechanical Engineering - National Institute of Technology Silchar
From page
133
To page
145
Abstract
In this article, Ulam Hyers stability of Volterra Fredholm (VF) type fractional integro-differential equation is studied by the fixed point notion in the generalized metric space. In addition, the efficiency of the Laplace decomposition method in the context of solving some integral equations of the Volterra Fredholm type is shown. Further convergence analysis of the numerical scheme is shown.
Keywords
Fixed point , Ulam Hyers stability , Metric space
Journal title
International Journal of Nonlinear Analysis and Applications
Journal title
International Journal of Nonlinear Analysis and Applications
Record number
2746690
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