A reduced word for a permutation of the symmetric group is its own commutation class if it has…
Future and Ongoing Seminars
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…
The Gruenberg-Kegel graph of a group is defined as the graph whose vertices are the primes that…
This has been an open question for more than 70 years. I'll review what is known, including some…
Past Seminars
It is well-known that the subword complexity of an automatic sequence grows at most linearly,…
Given a group $G$ acting on a set $X$, an element $g$ of $G$ is called a derangement if it…
Since the seminal work of Nambooripad (among others), people…
The length of a finite system of generators for a finite-dimensional algebra over a field is the…
In this talk, we will study a gauge-theoretic construction of (branched) complex projective …
The simple positive energy representations for an affine vertex algebras associated to higher…
In 1972, Kantor introduced the class of conservative algebras, which contains many other…
Mirror symmetry is a somewhat mysterious phenomenon that relates the geometry of two distinct…
The variational principle states that the topological entropy of a compact dynamical system is…
We introduce the notion of a crossed module over an inverse semigroup which generalizes…
I will present some results that were obtained in collaboration with Csaba Schneider (…
In this talk, I will discuss recent joint work with Alexeev-Engel-Schaffler that provides…
Let $A$ be an associative algebra over a field $F$ of characteristic zero, $F\langle X \rangle$…
Given a group $G$ and a partial factor set $\sigma $ of $G,$ we introduce the twisted partial…
I will explain how to express the space of almost complex structures J(M) on a…
The recurrence coefficients of a generalised symmetric F…
The Monster group $M$ is the largest sporadic simple group. It is also the group of…
Finite automata are classical machines that recognise regular languages. However, many other…
This presentation is divided into three parts where we analyze three different…
A twisted rational map over an algebraically closed and complete non-…
