Srimathy Srinivasan

activity

20092020

most citedAzumaya algebras with involution and classical semisimple group schemes

1 citations · 1 across the 5 of their papers we have counts for

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math.AG2020

Differential Codes on Higher Dimensional Varieties Via Grothendieck's Residue Symbol

David Grant, John D. Massman, III +1

We give a new construction of linear codes over finite fields on higher dimensional varieties using Grothendieck's theory of residues. This generalizes the construction of differen…

math.AG2020★ 1 cited

Azumaya algebras with involution and classical semisimple group schemes

S. Srimathy

Let $S$ be a non-empty scheme with 2 invertible. In this paper we present a functor $F : A Z_{*}^{n^{'}} \to G S_{*}^{n}$ where $A Z_{*}^{n^{'}}$ and $G S_{*}^{n}$ are fibered categories over $Sc…

math.AG2019

A finiteness theorem for special unitary groups of quaternionic skew-hermitian forms with good reduction

Srimathy Srinivasan

Given a field $K$ equipped with a set of discrete valuations $V$ , we develop a general theory to relate reduction properties of skew-hermitian forms over a quaternion $K$ -algebra $…

math.AG2015

Motivic Decomposition of Projective Pseudo-homogeneous Varieties

Srimathy Srinivasan

Let $G$ be a semi-simple algebraic group over a perfect field $k$ . A lot of progress has been made recently in computing the Chow motives of projective $G$ -homogenous varieties. Wh…