Pampa Paul

Assistant Professor

B.Sc. Mathematics ( Raniganj Girl's College under University of Burdwan, 2005 ).

M.Sc. Mathematics ( University of Burdwan, 2007 ).

Ph.D. Borel-de Siebenthal discrete series and associated holomorphic discrete series ( The Institute of Mathematical Sciences, Chennai, 2013 ).

My doctoral work at IMSc was on discrete series representations. My thesis advisor was Prof. Parameswaran Sankaran. I have done post-doctorate for one year at Indian Statistical Institute, Kolkata.

My research area is representation theory of reductive Lie groups and Lie algebras. I have worked on root systems, branching law, admissible representations, discrete series representations, Harish-Chandra modules, Littelmann's path model, automorphic representations. I am also interested in harmonic analysis of symmetric spaces.

I taught the courses linear algebra (B.Sc.), calculus and geometry (B.Sc.), differential geometry (B.Sc.), linear algebra (GenEd), real analysis (GenEd), algebra (GE), theory of modules (M.Sc.), field extensions and Galois theory (M.Sc.), differential geometry (M.Sc.), topology (M.Sc.), algebraic topology (M.Sc.), functional analysis (M.Sc.) at Presidency University. 

PhD student: Ankita Pal, Presidency University, Kolkata. 

1. Geometric cycles in compact Riemannian locally symmetric spaces of type IV and automorphic representations of complex simple Lie groups, Pampa Paul, Journal of Lie Theory 30 (2020), 851 - 908, Heldermann Verlag. 

2. Borel-de Siebenthal discrete series and associated holomorphic discrete series, Pampa Paul, K. N. Raghavan, Parameswaran Sankaran, Journal of Lie Theory 24 (2014), 475 - 501, Heldermann Verlag.

3. L_0-types common to a Borel-de Siebenthal discrete series and its associated holomorphic discrete series, Pampa Paul, K. N. raghavan, Parameswaran Sankaran, C. R. Acad. Sci. Paris 350 (2012), 1007-1009.