5 citations · 9 across the 10 of their papers we have counts for
12 papers
Thurston norm, polytopes and splitting complexity
Andrei Jaikin-Zapirain, Monika Kudlinska, Pablo Sánchez-Peralta
Let be a finitely generated torsion-free group satisfying the Strong Atiyah Conjecture. Assuming that , we associate to each surjective integral character t…
Largest acylindrical actions of free-by-cyclic groups
Monika Kudlinska, Harry Petyt
We show that every finitely generated free-by-cyclic group admits a largest acylindrical action on a hyperbolic space obtained by coning off maximal product subgroups of $G…
Free-by-cyclic groups are conjugacy separable
François Dahmani, Sam Hughes, Monika Kudlinska +1
We show that all finitely generated free-by-cyclic groups are conjugacy separable: if a finitely generated group surjects onto with free kernel, then for every pai…
Thurston norm for coherent right-angled Artin groups via -invariants
Monika Kudlinska
We define a new notion of splitting complexity for a group along a non-trivial integral character . If is a one-ended coherent right-angled Artin g…
Free-by-cyclic groups are equationally Noetherian
Monika Kudlinska, Motiejus Valiunas
A group is said to be equationally Noetherian if every system of equations in is equivalent to a finite subsystem. We show that all free-by-cyclic groups are equationally N…
Stallings's Fibring Theorem and -pairs
Martin R. Bridson, Dawid Kielak, Monika Kudlinska
We give a relatively self-contained proof that if a group fibres algebraically and is part of a -pair, then is the fundamental group of a fibred compact asph…
Homology growth of polynomially growing mapping tori
Naomi Andrew, Yassine Guerch, Sam Hughes +1
We prove that residually finite mapping tori of polynomially growing automorphisms of hyperbolic groups, groups hyperbolic relative to finitely many virtually polycyclic groups, ri…
On profinite rigidity amongst free-by-cyclic groups I: the generic case
Sam Hughes, Monika Kudlinska
We prove that amongst the class of free-by-cyclic groups, Gromov hyperbolicity is an invariant of the profinite completion. We show that whenever is a free-by-cyclic group with…
An infinite family of exotic subgroups of hyperbolic groups
Monika Kudlinska
We construct the first known infinite family of quasi-isometry classes of subgroups of hyperbolic groups which are not hyperbolic and are of type . We give…
On subgroup separability of free-by-cyclic and deficiency 1 groups
Monika Kudlinska
We show that a free-by-cyclic group with a polynomially growing monodromy is subgroup separable exactly when it is virtually . We also prove that random defi…
Torsion homology growth of polynomially growing free-by-cyclic groups
Naomi Andrew, Sam Hughes, Monika Kudlinska
We show that the homology torsion growth of a free-by-cyclic group with polynomially growing monodromy vanishes in every dimension independently of the choice of Farber chain. It f…
Algorithm for filling curves on surfaces
Monika Kudlinska
Let be a compact, orientable surface of negative Euler characteristic, and let be a complete hyperbolic metric on . A geodesic curve in is filling, if it cuts th…