Main Conferences presented
March 2026, Universidad de las Américas, Quito (Ecuador), Mathematical Study of a New Navier-Stokes Alpha Model with a Nonlinear Filter., FIRST WAFFLE MEETING, MATHAMSUD 23-MATH-18 (slides).
Water, Atmosphere, Fluids and Friedman-Lêmaitre evolutions).
September 2022, Banff (Canada), Sharp well-posedness and spatial decaying for a generalized Kuramoto-Velarde-type equation}, New trends in Mathematics of Dispersive, Integrable and Nonintegrable Models in Fluids, Waves and Quantum Physics. (slides)
September 2021, Montevideo (Uruguay), On the long-time behavior for a damped Navier-Stokes-Bardina model, VI Latin American Congress of Mathematicians. (slides)
May 2021, Universidad de Chile, Santiago de Chile, On decaying properties for a large class of non-local PDEs arising from stratified flows , Seminair CAPE-EDPs. (slides)
October 2019, Strasbourg (France), On decay properties and asymptotic behavior of solutions to a non-local perturbed KdV-equation, Control and Dynamics of Partial Differential Equations. (slides)
October 2018, Escuela Politécnica Nacional, Quito, Ecuador, Blow-up versus global in time existence of solutions for nonlinear heat equations in scale-invariant Besov norms}, XVI Meeting on Mathematics and its Applications. (slides)
September 2017, École de Physique des Houches, CNRS, France, Blow-up for the b-family equation, Dispersive hydrodynamics and oceanography: from experiments to theory. (slides)
June 2015, TU Darmstadt (Germany), Finite time blowup of solutions of dispersive and semilinear parabolic equations, Workshop for Young Researchers in Fluid Dynamics. (slides)