E-mail :
ranjan.barman06@gmail.com
Profile URL :
https://vidwan.inflibnet.ac.in//profile/488088
Orcid Id :
0009-0003-7840-7740
Address :
Dinhata ,West Bengal,India – 736134
Expertise |
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| Applied Mathematics | Solitary Waves, Soliton Theory (Multi-soliton, smooth positon, breather), Integrability of non-linear partial differential equation, Bell polynomial, Hirota’s Bi linear form, Lax pairs, Infinite Conservation Law, Darboux Transformation. |
Work experience |
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| DINHATA COLLEGE, COOCHBEHAR 2015 — Present | Assistant Professor (Grade-I) Coochbehar |
Education |
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| M.Sc – 2012 | I.I.T. BOMBAY |
Publication |
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| DINHATA COLLEGE, COOCHBEHAR 2015 — Present Assistant Professor (Grade-I) :: Coochbehar |
| M.Sc – 2012 I.I.T. BOMBAY :: undefined |
| Integrability, breather, lump and quasi-periodic waves of non-autonomous Kadomtsev–Petviashvili equation based on Bell-polynomial approach Santanu raut, Ranjan Barman, Tanay Sarkar :: Wave motion, Volume 119, Year 2023, Pages 103225 |
| A non-autonomous Gardner equation and its integrability: Solitons, positons and breathers Santanu raut, Wen-Xio Ma, Ranjan Barman, Subrata roy :: Chaos, solitons and Fractals, Volume 176, Year 2023, Pages 114089 |
| Studies on the Effect of Dust–Ion Collision on Dust–Ion Acoustic Solitary Waves in a Magnetized Dusty Plasma in the Framework of Damped KP Equation and Modified Damped KP Equation :: Ashim Roy, Santanu raut, Ranjan Barman |
| Evaluating the Experiences in collegiate Mathematics Teaching during COVID-19 pandemic Ranjan Barman :: PARADIGM SHIFT AND CHALLENGES IN DEVELOPMENT OF EDUCATION, Volume , Year 2021, Pages 253 |
| Infinite Conservation law of a damped forced Gardner equation via B¨acklund transformation Ranjan Barman :: JETIR, Volume 6, Year 2019, Pages 406 |
