Since June 2025, I have been a postdoctoral researcher at CEA Paris-Saclay (LSMA), Inria Saclay and Ecole Polytechnique (ANENKE), working under the supervision of Alexandre Imperiale and Philippe Moireau. My current research focuses on solving inverse problems to estimate effective coefficients in asymptotic elastodynamics with non-periodic roughness, with a particular emphasis on Kalman Filter methods.

I earned my Ph.D. in Applied Mathematics in March 2025 through a cotutelle program between the Universidad de Chile (DIM) and the Université de Pau et des Pays de l’Adour (LMAP). My doctoral research was supervised by Carlos Conca, Fabien Caubet and Marc Dambrine.

Previously, I completed my engineering and master’s degrees at the Universidad de Chile in 2019 and 2020, respectively. My master’s thesis was co-supervised by Carlos Conca and Jorge San Martin.

My main research interests are:

• Shape optimization.
• Inverse problems.
• Numerical analysis.
• Scientific computing.

I aim to address real-world engineering and physical problems, such as fluid dynamics and wave propagation, by spanning the whole process: from mathematical modeling and rigorus analysis to proposing and implementing robust, high-performance numerical methods.