Invited talks

  1. Analysis and approximation of fluids under singular forcing. Analisis Numerico, VI Congreso Latinoamericano de Matematicos (CLAM), Uruguay, 2021.

  2. Fractional semilinear optimal control: optimality conditions, convergence, and error analysis. Recent Results in Optimal Control of Partial Differential Equations and Applications, IFIP TCT, Ecuador, 2021.

  3. Metodos numericos para difusion fraccionaria. Conferencia subplenaria, XIX Congreso de Matematica Capricornio, Copiapo, Chile, 2021.

  4. Error Estimates for a Pointwise Tracking Optimal Control Problem of a Semilinear Elliptic Equation. Estimation and Control of PDE Systems, SIAM Conference on Control and Its Applications (CT21), EE.UU, 2021.

  5. Error estimates for optimal control problems involving Dirac measures. Seminario del Instituto de Ingenieria Matematica y Computacional UC, Pontificia Universidad Catolica de Chile, Santiago, Agosto, 2019.

  6. A posteriori error estimates for optimal control problems involving Dirac measures. ICIAM 2019, International Congress on Industrial and Applied Mathematics, Valencia. Minisimposia: Control, Optimization, and Numerical Methods for Infinite Dimensional Systems, July, 2019.

  7. Tensor FEM for spectral fractional diffusion. ICIAM 2019, International Congress on Industrial and Applied Mathematics, Valencia. Minisimposia: Advances in Fractional Partial Differential Equations: Modeling, Theory and Computation, July, 2019.

  8. A PDE approach to space-time fractional parabolic problems. Oberwolfach Workshop: Space-time Methods for Time-dependent Partial Differential Equations, Oberwolfach, Germany, March 2017.

  9. Adaptive finite element methods for optimal control problems involving Dirac measures. Computational/Applied Math Seminar, Department of Mathematics, University of Tennessee, USA, February 2016.

  10. A FEM for an optimal control problem of fractional powers of elliptic operators. Segunda Escuela de Control y Optimizacion, Universidad Tecnica Federico Santa Maria, Chile, December 2015.

  11. A PDE approach to numerical fractional diffusion. Seminario del Departamento de Matematica, Universidad Tecnica Federico Santa Maria, Chile, October 2015.

  12. A PDE approach to numerical fractional diffusion. ITL Applied and Computational Mathematics Division seminar, National Institute of Standards and Technology (NIST), USA, May 2015.

  13. A PDE approach to numerical fractional diffusion. Differential Equations Seminar, University of Maryland Baltimore County, USA, April 2015.

  14. A PDE approach to numerical fractional diffusion. NUMERIWAVES Seminar, Basque center for applied mathematics, Spain, March 2015.

  15. A FEM for an optimal control problem of fractional powers of elliptic operators. Workshop on Numerical Methods for Optimal Control and Inverse Problems, Technische Universitat Munchen, Germany, March 2015.

  16. A PDE approach to numerical fractional diffusion. Fakultat fur Mathematik seminar, Technische Universitat Munchen, Germany, March 2015.

  17. A PDE approach to numerical fractional diffusion. Charla de Matematicas, Pontificia Universidad Catolica de Chile, Chile, January 2015.

  18. A PDE approach to space-time fractional parabolic problems. Numerical Analysis Seminar, University of Maryland, College Park, USA, May 2014.

  19. A PDE approach to numerical fractional diffusion. Computational/Applied Math Seminar, Department of Mathematics, University of Tennessee, USA, February 2014.

  20. A PDE approach to numerical fractional diffusion. Applied and Computational Math Seminar, Department of Mathematics, George Mason University, USA, January 2014.

  21. A PDE approach for fractional diffusion: A priori and a posteriori error analysis. Seminario del Departamento de Matematica, Universidad Tecnica Federico Santa Maria, USA, August 2013.

  22. A PDE approach for fractional diffusion: A priori and a posteriori error analysis. Scientific Computing Group Seminar, Division of Applied Mathematics, University of Brown, USA, May 2013.

  23. A PDE approach for fractional diffusion: A priori and a posteriori error analysis. Numerical Analysis Seminar, University of Maryland, USA, March 2013.

  24. A PDE approach for fractional diffusion: A priori and a posteriori error analysis. 7th Zurich Summer School, University of Zurich, USA, August 2012.