Dr. Madan Mohan Panja Associate Professor
______________________________
Department Mathematics
Academic Qualification:
8. Academic Qualification:
University/ Institute
Year of passing
Overall % score
H.S.(10+2)
W B C H S E
1979
B Sc.(Hons)
Cal. Univ.
1983
M.Sc.(Appl. Math)
1986
Ph.D.
Visva-Bharati
1993
Area:Mathematical Physics
Research Experience:
Fellowship
Sponsoring Agency
Duration
JRF
UGC
1987-1989
SRF
CSIR
1989-1992
PostDoctoral
DST under SYS + CSIR RA
1993-1997
College/University
During
Lecturer
TDB College, Ranigunj under Burdwan University
1997-2001
Senior Lecturer
2001-2006
Reader
2006-2007
2007-2009
Associate Professor
2009-
Publications
Annexure-II List of Published Papers
Sandip Mandal , Madan Mohan Panja , Santanu Ray, Samar Kumar Roy, Qualitative behaviour of three species food chain around inner equilibrium point: Spectral analysis Nonlinear Analysis: Modelling and Control, 15( 4) 459–472 (2010)
M M. Panja and B N Mandal, A note on one-point quadrature formula for Daubechies scale function with partial support, Appl. Math. Comp. 218, 4147-4151 (2011)
M M Panja and B N Mandal, Evaluation of singular integrals using Daubechies scale function, Advances in Computatinal Mathematics and its Applications 1, 64-75 (2012).
M M Panja and B N Mandal, Solution of second kind integral equation with Cauchy type kernel using Daubechies scale function, J. Comput. Appl, Math. 241, 130-142 (2013).
M M Panja and B N Mandal, Daubechies Scale Function Based Quadrature Rules For Singular and Hypersingular Integrals with Variable Singularities, Inv. Math. Sc. 3, 144-176 (2013). M M Panja and B N Mandal,, On Gauss-Daubechies Quadrature Rule (Communicated)
List of papers published in Conference Proceedings
1. B N Mandal and M M Panja, Daubechies scale function-based algorithm for singular integrals, J Tri. Math. Soc. 13, 60-70 (2011).
2. M M Panja and B N Mandal, Use of Daubechies scale function to solve second kind singular integral equations with Cauchy kernel, J Tri.. Math. Soc. 13, 172-182 (2011).
Preprint:
1. M M Panja, Tanmoy Maji, and G Banerji, Lie theoretic Approach to Dissipative Nonlinear Oscillator, 2006. 2. S Mandal and M M Panja, Center manifold reduction and bifurcation analysis of three species food chain (2011)
Current Research Interest
Participation in Seminar, Conference, symposium etc.:
5. National Seminar on Recent Advances in Mathematics held at Dept. of Mathematics, Burdwan University in 2000,
Howrah in 2001,
9. Advances in Mathematics and its applications held at Dept. of Mathematics, Burdwan University in 2006,
I I Sc, Bangalore during Feb 18-29, 2008
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