Given an associative algebra A over a field F, a polynomial identity for A is a polynomial in…
Future and Ongoing Seminars
The variety of Lie algebras is the central object of study in the realm of non-associative…
On a compact Kähler manifold $X$, the non-abelian Hodge correspondence establishes a…
Past Seminars
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…
A complex space X is said to be hyperbolic if every holomorphic…
One of the most beautiful objects of classical geometry is the Kummer Surface, that was studied…
We generalize to extensions by free groups ($G \rtimes F_n$) the classical theory of Stallings…
