activity
20172026
most citedGeneral Comodule-Contramodule Correspondence

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

collaborators

7 papers

quant-ph2026

Discovering formally verified quantum programs with AI

Sergey Shirobokov, Ben Jaderberg, Katerina Hristova +23

The timeline by which quantum computers can solve breakthrough problems in science depends on improved quantum algorithms as much as on better hardware. Such algorithmic advances a…

cs.AI2026

A dataset of formalised theorem statements from the Annals of Mathematics

Thomas Browning, Katerina Hristova, David Ledvinka +4

Recent progress in autoformalisation of mathematics using AI has been impressive. Measuring this progress requires datasets of formal statements that are both hard and trustworthy.…

math.RT2022

Basic Hopf algebras and symmetric bimodules

Katerina Hristova, Vanessa Miemietz

Motivated by the so-called H-cell reduction theorems, we investigate certain classes of bicategories which have only one H-cell apart from possibly the identity. We show that H_0-s…

math.CT2020★ 1 cited

General Comodule-Contramodule Correspondence

Katerina Hristova, John Jones, Dmitriy Rumynin

This paper is a fundamental study of comodules and contramodules over a comonoid in a symmetric closed monoidal category. We study both algebraic and homotopical aspects of them. A…

math.GR2018

Cocompact Lattices in Locally Pro--complete Rank 2 Kac-Moody Groups

Inna Capdeboscq, Katerina Hristova, Dmitriy Rumynin

We initiate an investigation of lattices in a new class of locally compact groups, so called locally pro--complete Kac-Moody groups. We discover that in rank 2 their cocompact l…

math.RT2018

Frobenius Reciprocity for Topological Groups

Katerina Hristova

We investigate the existence of left and right adjoints to the restriction functor in three categories of continuous representations of a topological group: discrete, linear comple…

math.RT2017

Kac-Moody Groups and Cosheaves on Davis Building

Katerina Hristova, Dmitriy Rumynin

We investigate smooth representations of complete Kac-Moody groups. We approach representation theory via geometry, in particular, the group action on the Davis realisation of its…