Rationality of the zeta function
It is known that the zeta function is rational in the case of Markov bilateral subshifts of finite t
Dynamical Systems
Statistical stability for the Lorenz-like flows
We consider the family of geometric Lorenz attractors. It is well known that these attractors are ch
COURSE: Prime Ends and some applications to planar dynamics I
Introduction to Theory of Prime Ends
COURSE: Prime Ends and some applications to planar dynamics II
Applications I: Index of iterates of planar homeomorphisms
COURSE: Prime Ends and some applications to planar dynamics III
Applications II: Rotation number of planar attractors
Ferraduras misturadoras simbólicas e ciclos robustos heterodimenisonais
Apresentaremos difeomorfismos parcialmente hiperbólicos definidos como produtos tortos (“skew-pro
Time- Dependent Mean-Field Games And Applications
We consider time dependent mean-field games (MFG) with a local power-like dependence on the meas
Limit cycles for a class of quintic Z6 -- equivariant equations
We analyze the dynamics of a class of $\mathbb{Z}_6-$equivariant systems of the form $\dot{z}=pz^2\b