Akashmika Jena

activity

20162022

most citedRevisiting Eisenstein-type criterion over integers

1 citations · 1 across the 3 of their papers we have counts for

collaborators

3 papers

math.RT2022

The functor $F ˇ_{P}^{G}$ at the level of $K_{0}$

Akash Jena

Let $G$ be a $p$ -adic Lie group with reductive Lie algebra $g$ . Denote by $D (G)$ the locally analytic distribution algebra of $G$ . Orlik-Strauch and Agrawal-Strauch have…

math.RT2021

Translation functors for locally analytic representations

Akash Jena, Aranya Lahiri, Matthias Strauch

Let $G$ be a $p$ -adic Lie group with reductive Lie algebra $g$ . In analogy to the translation functors introduced by Bernstein and Gelfand on categories of $U(\mathfrak{…

math.HO2016★ 1 cited

Revisiting Eisenstein-type criterion over integers

Akash Jena, Binod Kumar Sahoo

The following result, a consequence of Dumas criterion for irreducibility of polynomials over integers, is generally proved using the notion of Newton diagram: Let $f (x)$ be a poly…

The functor FˇPG​ at the level of K0​

Translation functors for locally analytic representations

Revisiting Eisenstein-type criterion over integers

The functor $F ˇ_{P}^{G}$ at the level of $K_{0}$