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Dipankar Saha
Dipankar Saha
Department of Mathematics, THE ASSAM ROYAL GLOBAL UNIVERSITY
Verified email at math.nits.ac.in
Title
Cited by
Cited by
Year
A Darbo fixed point theory approach towards the existence of a functional integral equation in a Banach algebra
M Sen, D Saha, RP Agarwal
Applied Mathematics and Computation 358, 111-118, 2019
142019
Solution of non linear Fredholm integral equation involving constant delay by BEM with piecewise linear approximation
N Sarkar, M Sen, D Saha
Journal of Interdisciplinary Mathematics 23 (2), 537-544, 2020
92020
Existence of a solution in the Holder space for a nonlinear functional integral equation
D Saha, M Sen, N Sarkar, S Saha
Armenian Journal of Mathematics 12 (7), 1-8, 2020
92020
A new approach for numerical solution of singularly perturbed volterra integro-differential equation
N Sarkar, M Sen, D Saha
Design Engineering, 9629-9641, 2021
42021
A novel numerical technique and stability criterion of VF type integro-differential equations of non-integer order
D Saha, N Sarkar, M Sen, S Saha
International Journal of Nonlinear Analysis and Applications 13 (Special …, 2022
22022
Analyzing the existence of solution of a fractional order integral equation: A fixed point approach
D Saha, M Sen, S Roy
Journal of Applied Analysis 28 (2), 199-210, 2022
12022
Solution of a generalized two dimensional fractional integral equation
D Saha, M Sen
International Journal of Nonlinear Analysis and Applications 12 (1), 481-492, 2021
12021
An approximation approach towards a class of integro-differential equation with pure delay
N Sarkar, M Sen, D Saha, R Agarwal
International Journal of Nonlinear Analysis and Applications 14 (1), 1481-1498, 2023
2023
(SI10-077) A Novel Collocation Method for Solving Second-order Volterra Integro-differential Equations
N Sarkar, M Sen, P Jadli, D Saha
Applications and Applied Mathematics: An International Journal (AAM) 17 (3), 11, 2022
2022
Existence criteria and solution search by the analytic technique of functional integral equation
D Saha, M Sen
Journal of Integral Equations and Applications 33 (2), 247-257, 2021
2021
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