In the 1950’s Davenport, Mirsky, Newman and Rado proved that if the integers are partitioned by…
Future and Ongoing Seminars
The Gruenberg-Kegel graph of a group is defined as the graph whose vertices are the primes that…
Chen, Erdős, and Staton asked in 1996 how many edges are required in an n-vertex graph to…
This has been an open question for more than 70 years. I'll review what is known, including some…
Quasi-hereditary algebras are a class of finite-dimensional associative algebras that appear…
Quasigroupoids and weak Hopf quasigroups are non-associative generalizations of groupoids and…
Polynomial expansion concerns the heuristic expectation that, for a typical polynomial P in n…
Past Seminars
We study a class of morphisms between two-sided restriction semigroups which we call {\it proper…
During the first half of the talk I will give a survey about the Hitchin connection on the sheaf…
There exists a unique (smooth) cubic hypersurface of dimension 7 in $\mathbb{P}^8$ which is…
A classical result due to Seidenberg states that every singular holomorphic foliation on a…
The problem of solving Fredholm integral equations of the first kind is a prototype of an ill-…
We consider approximate solutions of the following Fredholm integral equation $$x (s) - \int_0^…
This is joint work with C. Florentino. The theory of motifs is an attempt to establish a…
There is already a generalized description of classes of moduli spaces of geometric structures…
Mirror symmetry is a prediction arising from theoretical physics which roughly conjectures that…
Following the work of Miranda for triple covers, given a covering map $f\colon X\rightarrow Y$,…
The Prouhet-Thue-Morse sequence is obtained by starting with the letter a and successively…
A group $G$ is Jordan if there exists a constant $C$ such that
any finite subgroup of $G$…
In a paper of 1993, Pin and Thérien establish an algebraic characterization of the closure…
A generalised Kummer surface $X=Km(T,G)$ is the minimal resolution of the quotient $T/G$ of a…
The Bethe Ansatz equations were initially conceived as a
method to solve some particular…
I’ll explain how the absolute Galois group of the rationals acts on …
We will uncover in this talk deep and surprising connections between the theories of…
In this talk we will discuss a construction of scalar-flat Kähler toric metrics on non-compact 4…
We explain the construction of an explicit regulator map at the level of complexes:…
A code is a set of words that freely generates a free submonoid of the free monoid. A specially…
