DM
Dr. Pratikshan Mondal
Acharya Brojendra Nath Seal College, Durgapur Government College, University of Burdwan, Trivenidevi Bhalotia College, Guskara Mahavidyalaya
Research areas: Mathematics · Applied Mathematics · Approximation Theory and Sequence Spaces · Fixed Point Theorems Analysis · Functional Equations Stability Results
Employment
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Acharya Brojendra Nath Seal College Associate Professor2025 - Present
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Durgapur Government College Assistant Professor2009 - 2025
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Guskara Mahavidyalaya Assistant Professor2006 - 2009
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Jagannath Kishore College Assistant Professor (Contractual)2003 - 2006
Education
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The University of Burdwan M. Sc.1999 - 2001
- 1996 - 1999
Projects & Funding
Projects & funding information is unavailable.
Publications (17)
- Perimetric Contraction on Quadrilaterals Save
- I-Convergence of Sequences of p-Bochner, p-Dunford and p-Pettis Integrable Functions with Values in a Banach Space Save
- On some common fixed point results of G“ornicki-type mappings Save
- On best proximity points of cyclic contractions via implicit relations Save
- On Maia type fixed point results via implicit relation Save
- Linear operators associated with p-Dunford, p-Pettis and p-Bochner integrable functions with values in a Banach space Save
- On contractive mappings in bv(s)-metric spaces Save
- On Proximal contractions via implicit relations and Best proximity points Save
- On some enriched contractions in Banach spaces and an application Save
- Some remarks on bv(s)-metric spaces and fixed point results with an application Save
- Nets and sequences of $p$-Bochner, $p$-Dunford and $p$-Pettis integrable functions with values in a Banach space Save
- Nets and sequences of Riemann and Riemann-type integrable functions with values in a Banach space Save
- Riemann integrability of a Banach space valued function Save
- Quasi-uniform and uniform convergence of Riemann and Riemann-type integrable functions with values in a Banach space Save
- Equi-Riemann and Equi-Riemann Type Integrable Functions with Values in a Banach Space Save
- Equi-Riemann and Equi-Riemann-Type Integrable Functions with Values in a Banach Space Save
- Riemann and Riemann-type Integration in Banach Spaces Save