Emir Gul

collaborators

3 papers

math.GT2026

Small Sets of Generators for Handlebody Groups

TÃ¼lin AltunÃ¶z, Celal Can Bellek, Emir GÃ¼l +2

The mapping class group of a $3$ -dimensional handlebody of genus $g$ , denoted by $M (V_{g})$ , is a fundamental object of study in geometric topology. Building upon the initi…

math.GT2026

Small Sets of Topological Generators for Big Mapping Class Groups

TÃ¼lin AltunÃ¶z, Celal Can Bellek, Emir GÃ¼l +2

Let $S (n)$ be the infinite-type surface with infinite genus and $n \in N$ ends, all of which are accumulated by genus. The mapping class group of this surface, $\mathrm{Ma…

math.GT2026

Small Torsion Topological Generators for Big Mapping Class Groups

TÃ¼lin AltunÃ¶z, Celal Can Bellek, Emir GÃ¼l +2

Let $S (n)$ , for $n \in N$ , be the infinite-type surface of infinite genus with $n$ ends, each accumulated by genus. Although the mapping class groups of these surfaces are…