Amir Dvzambi'c

collaborators

3 papers

math.GT2015

Lower bounds for covolumes of arithmetic lattices in $P S L_{2} (R)^{n}$

Amir Džambić

We study the covolumes of arithmetic lattices in $P S L_{2} (R)^{n}$ for $n \geq 2$ and identify uniform and non-uniform irreducible lattices of minimal covolume. More precisely, l…

math.GT2014

Varieties of general type with the same Betti numbers as $P^{1} \times P^{1} \times \dots \times P^{1}$

Amir Džambić

We study quotients $Γ\ H^{n}$ of the $n$ -fold product of the upper half plane $H$ by irreducible and torsion-free lattices $Γ < P S L_{2} (R)^{n}$ with the s…

math.AG2014

Invariants of some compactified Picard modular surfaces and applications

Amir Džambić

The paper investigates invariants of compactified Picard modular surfaces by principal congruence subgroups of Picard modular groups. The applications to the surface classification…

Lower bounds for covolumes of arithmetic lattices in PSL2​(R)n

Varieties of general type with the same Betti numbers as P1×P1×…×P1

Invariants of some compactified Picard modular surfaces and applications

Lower bounds for covolumes of arithmetic lattices in $P S L_{2} (R)^{n}$

Varieties of general type with the same Betti numbers as $P^{1} \times P^{1} \times \dots \times P^{1}$