Pampa Paul

collaborators

2 papers

math.RT2025

Special cycles in compact locally Hermitian symmetric spaces of type III associated with the Lie group $S O_{0} (2, m)$

Ankita Pal, Pampa Paul

Let $G = S O_{0} (2, m),$ the connected component of the Lie group $S O (2, m); K = S O (2) \times S O (m),$ a maximal compact subgroup of $G;$ and $θ$ be the associated Cartan involution of…

math.RT2025

Irreducible unitary representations with non-zero relative Lie algebra cohomology of a Lie group of type f4(4)

Pampa Paul

In this article, we have determined the irreducible unitary representations with non-zero relative Lie algebra cohomology and Poincare polynomials of cohomologies of these represen…

Special cycles in compact locally Hermitian symmetric spaces of type III associated with the Lie group SO0​(2,m)

Irreducible unitary representations with non-zero relative Lie algebra cohomology of a Lie group of type f4(4)

Special cycles in compact locally Hermitian symmetric spaces of type III associated with the Lie group $S O_{0} (2, m)$