Polynomial expansion concerns the heuristic expectation that, for a typical polynomial P in n…
Future and Ongoing Seminars
Cantor famously used two versions of Diagonalization for his fundamental results in set theory.…
This talk concerns entropy-dimensional concepts recently developed in order…
We introduce a class of linear bounded invertible operators on Banach spaces, called shift…
Kruskal’s uniqueness theorem gives a simple criterion ensuring that a 3-way tensor admits a…
Past Seminars
Endowed with the operation of setwise multiplication induced by a multiplicatively written…
After reviewing the formalism of Simpson's shapes for the non-abelian Hodge theory associated to…
In a work in progress with Gabriel …
Weighted automata were designed by M.-P. Schützenberger to recognize languages beyond regular…
The topic of this talk is the transformation of rational expressions into finite automata, a…
A seminal paper published in 2012 by Berstel et al.
The Minimal Model Program (MMP) is a far reaching conjecture in birational geometry which aims…
(This is joint work with J. Delgado and M.
In this talk we will present new aspect of Frobenius manifolds.
The Frobenius manifolds…
The center of a group consists of all elements which commute with everything.
We recall the construction of a fundamental differential system of Riemannian geometry and…
The classification of simple modules for a simple Lie algebra $\mathfrak{g}$ seems beyond reach…
Consider a holomorphic foliation F on a complex manifold.
In this talk I will present ultimate periodicity properties related to overlaps between the…
The Dehn function for a semigroup or group $M$…
This talk will be an overview on Higgs bundles moduli spaces and on the geometry of the…
We introduce the Jordan-strict topology on the multipliers algebra of a JB*-algebra.
In 2004, Fit-Florea and Matula presented an algorithm for computing the discrete logarithm…
Moduli spaces of tropical objects can often be obtained as tropicalization of suitable…
Wang tilings is an important class of tilings…
