Jean Carlos Cortissoz Iriarte

On the Fixed Point Method and Bloch's Theorem

Bloch's Theorem for Heat Mappings

On the Fixed Point Method and Bloch's Theorem

Bloch's Theorem for Heat Mappings

Does Compatibility of Personality Affect Productivity? Exploratory Study with Construction Crews

Stability of Geometric flows on the circle

Virtual Mini-workshop in Geometric Analysis

The Ricci flow on surfaces with boundary

Lower bounds for possible singular solutions to the Navier-Stokes and Euler equations-revisited

Organización de sesión temática "Differential Equations and Geometric Structures" de Encuentro de sociedades de matemáticas de Colombia y México

On the rate of convergence of the p-curve shortening flow

Probability Density Function for Predicting Productivity in Masonry Construction Based on the Compatibility of a Crew

The Ricci flow on a cylinder

A note on harmonic functions on surfaces

Defining a Mathematical Function for labor ptoductivity in masonry construction: a case study

Navier-Stokes equations: possible blow-up, self-similar solutions and backward uniqueness

Optimal Rates for Curvature Flows on the Circle

Density of the zeros of the Riemann zeta function on the critical line

El Problema de Waring

On lower bounds for possible blow-up solutions to the periodic Navier-Stokes equation

On the regularity of the Navier-Stokes equations

RICCI FLOW ON SURFACES WITH BOUNDARY AND QUASILINEAR EVOLUTION EQUATIONS IN S1

On the stability of m-fold circles and the dynamics of generalized curve shortening flows

Sesión especial en Geometría Diferencial. Mathematical Congress of the Americas. Guanajuato-México

On the blow-up behavior of a nonlinear parabolic equation with periodic boundary conditions

Some elementary estimates for the Navier-Stokes system

Three-manifolds of positive curvature and convex weakly umbilic boundary

On the Skorokhod representation theorem

The Ricci flow ball with a rotationally symmetric metric

Uniform blow up of a nonlinear parabolic PDE