Carlos Esteve Yagüe holds a Postdoctoral position at the ERC Advanced Grant project DyCon under the supervision of Prof. Enrique Zuazua (UAM and DeustoTech). He earned his PhD on analysis of nonlinear parabolic partial differential equations under the supervision of Prof. Philippe Souplet (Université Paris 13).

“My research interests are focused on the singularity formation for nonlinear parabolic PDEs (blow-up, quenching, gradient blow-up), optimal control theory and Hamilton-Jacobi equations, and differential games applied to degenerate elliptic equations. “

Index of Contents

Education
Talks
Publications

carlos.esteve@uam.es
(+34) 944 139 003 Ext.: 3282

Education

  • PhD in Applied Mathematics (2015 – 2019), Université Paris 13, France.
  • MSc in Fundamental Mathematics (2014 – 2015), Université Paris 13, France.
  • BSc in Mathematics (2010 – 2014), Universidad de Alicante, Spain.

Talks

  • 13.09.2019 On some reversibility properties of Hamilton-Jacobi equations, DeustoTech, Bilbao, Spain.
  • 29.08.2019 Games for the evolution problem associated to the eigenvalues of the Hessian , 8th Workshop on PDE, Optimal Design and Numerics, Centro de Ciencias “Pedro Pascual”, Benasque, Spain. Slides
  • 17.07.2018 Touchdown localization for the MEMS problem with variable dielectric permittivity, Seminario de Ecuaciones Diferenciales y Análisis Numérico del Departamento de Matemática, Universidad de Buenos Aires, Argentina. Slides

Publications

Released
Submitted