Dr. Dipankar Saha
Qualification : Ph.D. (NIT Silchar)
Designation : Asst. Professor
Details of Educational Qualification:
| Course | Specialization | Group | College Name/University | Year of Passing |
|---|---|---|---|---|
| Ph.D. | Mathematics | Mathematics | National Institute of Technology (NIT) Silchar | 2022 |
| M.Sc. | Mathematics | M.Sc. | National Institute of Technology (NIT) Silchar | 2015 |
| B.Sc. | Mathematics | B.Sc. | Gurucharan College, Assam University, Silchar | 2013 |
My Publications
| S.No | Title of the Paper | Full Details of Journal Name / Conference Name, Volume number, page number, Date |
|---|---|---|
| 1 | A Darbo fixed point theory approach towards the existence of a functional integral equation in a Banach algebra | Applied Mathematics and Computation 358, 111-118, 2019 (SCI). |
| 2 | Existence of a solution in the Holder space for a nonlinear functional integral equation | Armenian Journal of Mathematics 12 (7), 2020 (SCOPUS). |
| 3 | Solution of non linear Fredholm integral equation involving constant delay by BEM with piecewise linear approximation | Journal of Interdisciplinary Mathematics 23 (2), 537-544, 2020 (SCOPUS). |
| 4 | Existence criteria and solution search by the analytic technique of functional integral equation | Journal of Integral Equations and Applications 33 (2), 247-257, 2021 (SCIE). |
| 5 | Solution of a generalized two dimensional fractional integral equation | International Journal of nonlinear analysis and Applications 12 (1), 481-492, 2021 (SCOPUS). |
| 6 | A new approach for numerical solution of singularly perturbed Volterra integrodifferential equation | Design Engineering, 9629-9641, 2021 (SCOPUS). |
| 7 | Analyzing the Existence of solution of a Fractional order Integral equation: A Fixed Point Approach | Journal of Applied Analysis, 2022 (SCOPUS). |
| 8 | Investigation of the existence criteria for the solution of the functional integral equation in the Lp space | Mathematical Analysis and Applications, MAA 2020 (SCOPUS). |
| 9 | A novel collocation method for solving second order Volterra integro-differential equations | Application & Applied Mathematics, ICMC 2021 (Accepted for publication) (SCOPUS). |
| 10 | Lagrange collocation technique for solving generalized form of integral equation with Abel kernel | (Communicated). |
| 11 | A novel numerical technique and stability criterion of VF type integrodifferential equations of non integer order | International Journal of nonlinear analysis and Applications 13, 133-145, 2022 (SCOPUS). |
| 12 | A qualitative study on fractional logistic integro-differential equations in an arbitrary time scale | Computational and Applied Mathematics (Under revision) (SCI). |
| 13 | Investigation of approximate solution towards integro-differential equation with pure delay | (SCOPUS Communicated). |
| 14 | Existence of a solution for a nonlinear Erd´elyi-Kober fractional integral equation appearing in application | (SCOPUS Communicated). |
| 15 | Investigation of solution for Singularly perturbed Volterra integro-differential equation with nonlinear initial data | International Journal of nonlinear analysis and Applications (SCOPUS Communicated). |
| 16 | Fixed point theory approach towards the solvability of functional integral equation in Lp space | ICRAPAM 2018, DELHI TECHNOLOGICAL UNIVERSITY. |
| 17 | Investigation of solution of a functional integral equation arising in the study of epidemic model | ICACM-2018, INDIAN INSTITUTE OF TECHNOLOGY KHARAGPUR. |
| 18 | Existence of solution of a functional integral equation by the fixed point theory | ICAMCI-2020, NATIONAL INSTITUTE OF TECHNOLOGY AGARTALA. |
| 19 | Investigation of the existence criteria for the solution of the functional integral equation in the Lp space | MAA 2020, NATIONAL INSTITUTE OF TECHNOLOGY AGARTALA. |