Srijan Das

collaborators

Showing math.NTShow all

4 papers · 1 filter

math.NT2026

Towards a generalized Maeda conjecture for modular forms with quadratic nebentypus

Debargha Banerjee, Dhrubajyoti Das, Srijan Das +2

We establish a lower bound for the number of non-CM Galois orbits of newforms in $S_{k} (N, I^¨)$ with non-trivial quadratic nebentypus $I^¨$ for sufficiently large weights. Extending th…

math.NT2026

A note on extensions of $p$ -adic representations of $GL_{2} (Q_{p})$

Debargha Banerjee, Srijan Das

We compute extension groups in the category of duals of $p$ -adic Banach space representations of $GL_{2} (Q_{p})$ . Focusing on representations arising from the $p$ -adi…

math.NT2026

Ordinary local representations and $\Ext$ groups

Debargha Banerjee, Srijan Das

We can associate an admissible unitary representation $I^(I ¨ _{p})$ of $\GL_2(\Q_p)$ with every local Galois representation $I ¨ _{p}$ by the $p$ -adic local Langlands correspondence. If $…

math.NT2025

The exceptional set in Cassel's theorem on small cyclotomic integers

Jitendra Bajpai, Srijan Das, Kiran S. Kedlaya +4

In a 1965 paper, R. Robinson made five conjectures about the classification of cyclotomic algebraic integers for which the maximum absolute value in any complex embedding (the hous…

Towards a generalized Maeda conjecture for modular forms with quadratic nebentypus

A note on extensions of p-adic representations of GL2​(Qp​)

Ordinary local representations and $\Ext$ groups

The exceptional set in Cassel's theorem on small cyclotomic integers

A note on extensions of $p$ -adic representations of $GL_{2} (Q_{p})$