Yash Lodha

most citedA hyperbolic group with a finitely presented subgroup that is not of type

F P_{3}

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.GR2025

On some algebraic and analytic properties of the finitely generated simple left orderable groups $G_{ρ}$

Pawel Aleksander Fedorynski, Yash Lodha

In $2019$ Hyde and the second author constructed the first family of finitely generated, simple, left orderable groups. We prove that these groups are not finitely presentable, non…

math.GR2025

Embeddings into highly transitive and mixed identity free groups

James Hyde, Yash Lodha

Given a countable group $G$ , we develop a method to construct an overgroup $H$ that is finitely generated, highly transitive and mixed identity free. Our construction can be contro…

math.GR2014★ 2 cited

A hyperbolic group with a finitely presented subgroup that is not of type $F P_{3}$

Yash Lodha

Brady proved that there are hyperbolic groups with finitely presented subgroups that are not of type $F P_{3}$ (and hence not hyperbolic). We reprove Brady's theorem by presenting a n…

On some algebraic and analytic properties of the finitely generated simple left orderable groups Gρ​

Embeddings into highly transitive and mixed identity free groups

A hyperbolic group with a finitely presented subgroup that is not of type FP3​

On some algebraic and analytic properties of the finitely generated simple left orderable groups $G_{ρ}$

A hyperbolic group with a finitely presented subgroup that is not of type $F P_{3}$