activity
20142026
most citedOn conjugacy separability of graph products of groups

18 citations · 32 across the 13 of their papers we have counts for

collaborators

14 papers

math.GR2026

The Scale of ()-closed Groups Acting On Trees

Marcus Chijoff, Michal Ferov, Stephan Tornier

Reid--Smith parametrised ()-closed groups acting on trees using graph-based combinatorial structures known as local action diagrams. Properties of the acting (topological) group…

math.GR2024

-Hereditarily conjugacy separable groups and wreath products

Alex Bishop, Alexander Bishop, Michal Ferov +1

We provide a necessary and sufficient condition for the restricted wreath product to be -hereditarily conjugacy separable where is an extension-…

math.GR2023

On the non-discreteness of automorphism groups of Cayley graphs of Coxeter groups

Federico Berlai, Michal Ferov

In this work we characterise Cayley graphs of Coxeter groups with respect to the standard generating set that admit uncountable vertex stabilisers. As a corollary, we fully identif…

math.GR2022★ 1 cited

Survey on effective separability

Jonas Deré, Michal Ferov, Mark Pengitore

Separability for groups refers to the question which subsets of a group can be detected in its finite quotients. Classically, separability is studied in terms of which classes have…

math.GR2022★ 1 cited

Bounding conjugacy depth functions for wreath products of finitely generated abelian groups

Michal Ferov, Mark Pengitore

In this article, we study the asymptotic behaviour of conjugacy separability for wreath products of abelian groups. We fully characterise the asymptotic class in the case of lampli…

math.GR2021

Conjugacy depth function for generalised lamplighter groups

Michal Ferov, Mark Pengitore

In this article, we completely characterize the asymptotic behavior of conjugacy separability for the lamplighter groups. More generally, we give exponential upper and lower bounds…

math.GR2020

Density of Metric Small Cancellation in Finitely Presented Groups

Alex Bishop, Michal Ferov

Small cancellation groups form an interesting class with many desirable properties. It is a well-known fact that small cancellation groups are generic; however, all previously know…

math.GR2019★ 2 cited

Quantifying conjugacy separability in wreath products of groups

Michal Ferov, Mark Pengitore

We study generalisations of conjugacy separability in restricted wreath products of groups. We provide an effective upper bound for -conjugacy separability of a wreath…

math.GR2018★ 6 cited

Separating cyclic subgroups in graph products of groups

Federico Berlai, Michal Ferov

We prove that the property of being cyclic subgroup separable, that is having all cyclic subgroups closed in the profinite topology, is preserved under forming graph products. Furt…

math.GR2017

Applications of L systems to group theory

Laura Ciobanu, Murray Elder, Michal Ferov

L systems generalise context-free grammars by incorporating parallel rewriting, and generate languages such as EDT0L and ET0L that are strictly contained in the class of indexed la…

cs.IR2016★ 2 cited

Enhancing LambdaMART Using Oblivious Trees

Michal Ferov, Marek Modrý

Learning to rank is a machine learning technique broadly used in many areas such as document retrieval, collaborative filtering or question answering. We present experimental resul…

math.GR2015★ 2 cited

Residual properties of graph products of groups

Federico Berlai, Michal Ferov

We prove that the class of residually C groups is closed under taking graph products, provided that C is closed under taking subgroups, finite direct products and that free-by-C gr…

math.GR2015

Separability properties of automorphisms of graph products of groups

Michal Ferov

We study properties of automorphisms of graph products of groups. We show that graph product has non-trivial pointwise inner automorphisms if and only if some vertex…

math.GR2014★ 18 cited

On conjugacy separability of graph products of groups

Michal Ferov

We show that the class of -hereditarily conjugacy separable groups is closed under taking arbitrary graph products whenever the class is an extension clo…