activity
20072026
most citedKähler groups, real hyperbolic spaces and the Cremona group

23 citations · 61 across the 11 of their papers we have counts for

collaborators

12 papers

math.GT2026

Cellular waists of hyperbolic spaces

Grigori Avramidi, Thomas Delzant

We find lower bounds on the topological complexity of fibers of PL and generic smooth maps , where is a closed hyperbolic manifold of large injec…

math.GT2023

Group rings and hyperbolic geometry

Grigori Avramidi, Thomas Delzant

For a group acting on a hyperbolic space, we set up an algorithm in the group algebra showing that ideals generated by few elements are free, where few is a function of the minimal…

math.FA2019

Representations of dual spaces

Thomas Delzant, Vilmos Komornik

We give a nonlinear representation of the duals for a class of Banach spaces. This leads to classroom-friendly proofs of the classical representation theorems and $(L^p)'=L^…

math.GR2018★ 14 cited

Product set growth in groups and hyperbolic geometry

Thomas Delzant, Markus Steenbock

Generalising results of Razborov and Safin, and answering a question of Button, we prove that for every hyperbolic group there exists a constant such that for every finite su…

math.GT2016★ 7 cited

Cubulable Kähler groups

Thomas Delzant, Pierre Py

We prove that a Kähler group which is cubulable, i.e. which acts properly discontinuously and cocompactly on a CAT(0) cubical complex, has a finite index subgroup isomorphic to a d…

math.AG2014★ 2 cited

A finiteness property on monodromies of holomorphic families

Thomas Delzant

Given a Kahler group, we study the set of homomorphisms from this group to the mapping class group which can be realized as the monodromy of a holomorphic family of curves.