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20062026
most citedOne-point reductions of finite spaces, h-regular CW-complexes and collapsibility

15 citations · 40 across the 23 of their papers we have counts for

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8 papers · 1 filter

math.GR2025

Weakly -slim complexes and the non-positive immersion property for generalized Wirtinger presentations

Agustín Nicolás Barreto, Elias Gabriel Minian

We investigate weakly -slim complexes, a more flexible variant of Helfer and Wise's slim complexes, which can be defined on any regular -covering. We prove that if a -comp…

math.GR2023

Local indicability of groups with homology circle presentations

Agustín Nicolás Barreto, Elias Gabriel Minian

We investigate conditions that guarantee local indicability of groups that admit presentations with the homology of a circle, generalizing a result of J. Howie for two-relator pres…

math.GR2023★ 1 cited

A -complex with contracting non-positive immersions and positive maximal irreducible curvature

Martin Axel Blufstein, Elias Gabriel Minian

We prove that the -complex associated to the presentation has contracting non-positive immersions and positive maximal irreducible cur…

math.GR2020

Generalized small cancellation conditions, non-positive curvature and diagrammatic reducibility

Martin Axel Blufstein, Elias Gabriel Minian, Iván Sadofschi Costa

We present a metric condition which describes the geometry of classical small cancellation groups and applies also to other known classes of groups such as two-dimensi…

math.GR2019★ 2 cited

Strictly systolic angled complexes and hyperbolicity of one-relator groups

Martin Axel Blufstein, Elias Gabriel Minian

We introduce the notion of strictly systolic angled complexes. They generalize Januszkiewickz and Świątkowski's -systolic simplicial complexes and also their metric counterparts…

math.GR2019

The fundamental group of the -subgroup complex

Elias Gabriel Minian, Kevin Ivan Piterman

We study the fundamental group of the -subgroup complex of a finite group . We show first that is not a free group (here is the alternating group…