Complete Poisson convergence and records Read more about Complete Poisson convergence and records We consider point processes of rare events that keep record of the number of extreme occurrences on
Cohomology and equidistribution for higher-rank Abelian actions on Heisenberg manifolds with applications to Theta sums Read more about Cohomology and equidistribution for higher-rank Abelian actions on Heisenberg manifolds with applications to Theta sums I will present quantitative equidistribution results for the action of Abelian subgroups of the (2g
Non-typical points for iterated function systems Read more about Non-typical points for iterated function systems The celebrated Birkhoff's ergodic theorem asserts that from a probabilistic viewpoint the times ave
Mean Topological Dimension for topological dynamical systems Read more about Mean Topological Dimension for topological dynamical systems In this talk we intend to present the denition of mean topological dimension for a topological dyna
Royal measures are loosely Kronecker Read more about Royal measures are loosely Kronecker A nonhyperbolic ergodic measure is an ergodic invariant measure with one Lyapunov exponent equal zer
The Conley index and its applications to the study of surface flows Read more about The Conley index and its applications to the study of surface flows In this seminar we shall introduce the Conley index of an isolated invarant set of a flow on a local
Stability of quasi-simple heteroclinic cycles Read more about Stability of quasi-simple heteroclinic cycles The stability of heteroclinic cycles may be obtained from the value of the local stability index alo
Homogeneous coupled cell systems - unexpecteted symmetries and how to exploit them in bifurcation analysis Read more about Homogeneous coupled cell systems - unexpecteted symmetries and how to exploit them in bifurcation analysis TBA
Bifurcation of Projected Patterns Read more about Bifurcation of Projected Patterns This work is related to the study of pattern formation in symmetric physical systems. Our purpose is
Using fractional differential equations to model some phenomena Read more about Using fractional differential equations to model some phenomena In this talk we deal with fractional differential equations, with dependence on a Caputo fractional