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20082025
most citedAutomorphisms and quotients of quaternionic fake quadrics

2 citations · 4 across the 4 of their papers we have counts for

collaborators

6 papers

math.GR2025

Varieties isogenous to a higher product with prescribed numerical invariants

Amir Džambić, Anitha Thillaisundaram

Using structural properties of groups of small order, we establish the non-existence of varieties isogenous to a higher product of dimension greater than 3 with fixed topologic…

math.AG2020

Galois action on Fuchsian surface groups and their solenoids

Amir Džambić, Gabino González-Diez

Let be a complex algebraic curve uniformised by a Fuchsian group . In the first part of this paper we identify the automorphism group of the solenoid associated with wit…

math.AG2014

On the cohomology of Stover Surface

Amir Džambić, Xavier Roulleau

We study a surface discovered by Stover which is the surface with minimal Euler number and maximal automorphism group among smooth arithmetic ball quotient surfaces. We study the n…

math.AG2013★ 1 cited

Fake quadrics from irreducible lattices acting on the product of upper half planes

Amir Džambić

In the present article, we provide examples of fake quadrics, that is, minimal complex surfaces of general type with the same numerical invariants as the smooth quadric in $\PP ^3$…

math.AG2012★ 2 cited

Automorphisms and quotients of quaternionic fake quadrics

Amir Dzambic, Xavier Roulleau

A fake quadric is a smooth minimal surface of general type with the same invariants as the quadric in P^3, i.e. K^2=2c_2=8 and q=p_g=0. We study here quaternionic fake quadrics i.e…

math.AG2008★ 1 cited

Arithmetic of a fake projective plane and related elliptic surfaces

Amir Dzambic

The purpose of the present paper is to explain the fake projective plane constructed by J.H. Keum from the point of view of arithmetic ball quotients. Beside the ball quotient asso…