Former and Present Phd Students

Sergio Muñoz: Robust transitive systems on non-compact manifolds.

Meysan Nassiri: Robustly transitive sets in nearly integrable Hamiltonian systems.

Andrés Koropecki: On homeomorphisms of the two dimensional torus.

Francisco Javier Valenzuela Henriquez: Dominated splitting and critical points for holomor-

phic dynamics.

Cristina Lizana: Robust transitivity for endomorphisms.

Yuri Lima: Dynamics of sets of zero density.

Fernando Carneiro: Partially hyperbolic geodesic flows.Patricia Cirilo: Rational Ergodicity for Skew Products Cylinder Maps.

Artem Raibekas: C^2 −Iterated Function Systems on the Circle and Symbolic Blender-like.

Pablo Davalos: On Torus Homeomorphisms Whose Rotation Set Is An Interval.

Ana Tercia Monteiro Oliveira: Accessibility and sufficient conditions for Robust transitivity.

Pablo Guarino: Rigidity Conjecture For C 3 Critical Circle Maps.

Ivana de Vasconcelos Latosinski: On the dynamics of Gaussian thermostates.

Mario Roldán: Hyperbolic sets and entropy at homological level.

Javier Correa: Sufficient condititions for hyperbolicity in the context of partially hyperbolic

systems.

Fernando Lenarduzzi: The dynamic of generalized Hénon-Devaney maps.

Ítalo Dowell Lira Melo: A divergence theorem for non-compact riemannian manifolds and

iterated function systems.

Wagner Ranter Gouveia da Silva: About Transitivity of Surface Endomorphisms Admitting

Critical Points.

Juan David Rojas Gacha: Generic families exhibiting infinitely many non-uniform hyperbolic

attractors for a set of total measure of parameters.

Ermerson Rocha Araujo: Kneading sequences for toy-models Hénon maps.

Vitor de Lima Alves. Current student.

Bryce Gollobit. Current student.

Axel Kodat. Current student.

Lucas Furtado. Current student.

Bruno Nussenzveig. Current student.