We investigate finite and profinite groups with the Magnus property, where a group is said to…
Future and Ongoing Seminars
In this talk, we explore a martingale approximation framework that provides quantitative…
As a consequence of the Littlewood-Richardson commuters coincidence and the Kumar-Torres…
A reduced word for a permutation of the symmetric group is its own commutation class if it has…
We introduce the concept of a nonassociative (i.e. not necessarily associative) inverse…
I will present recent joint work with Jérémy Toulisse and Richard Wentworth on a differential…
In the 1950’s Davenport, Mirsky, Newman and Rado proved that if the integers are partitioned by…
Past Seminars
Motivated by the recent surge of interest in the concept of injective C*…
This presentation will focus on extending the theory of formations of groups to inverse…
A Kirkman Triple System (KTS) is called $m$-pyramidal if there exists a subgroup $G$ of its…
Seguindo a ideia no artigo de Hu e Vercruysse [1], introduzimos morfismos parciais em uma…
We consider germs of holomorphic vector fields at the origin in…
Let us consider the action of the general linear group $\mathrm{GL}_n(\mathbb{C})$ on the direct…
We show that quenched limiting hitting distributions are
compound Poisson distributed for…
In this talk we present some properties of generalized torsion elements in groups.
We first investigate the interconnection of invariants of certain group actions and time-…
Likelihood Geometry is the geometric study of the maximum likelihood estimation problem to an…
Numerical semigroups are the cofinite subsemigroups of the…
The Grassmann convexity conjecture by B. Shapiro and M. Shapiro admits
several equivalent…
Any Poisson bracket on a differentiable manifold can be written locally as the sum of two…
In his paper from 2012, Nicolas Thiéry gives a formula for…
Vamos considerar a conectividade de coberturas por dominós usando movimentos locais.
The tunneling effect predicted by B.Josephson (Nobel Prize, 1973) concerns the Josephson…
A tangle T is a pair formed by a ball and collection of properly embedded disjoint arcs in B.…
A ring $R$ is called Dedekind finite (or directly finite) if it…
We aim to study Morita theory for tensor triangulated categories.
