• New global optimization approach for the solution of hyperbolic coefficient inverse problem, Larisa Beilina, presented at “Numerical methods for PDEs and their applications”, 2017 June 1, Institut Mittag-Leffler, (pdf)
• Optimization approach in the computational design of nanophotonic structures, Larisa Beilina, 2016, Aix-Marseille Uni.(pdf)
• Iteratively regularized adaptive finite element method in the reconstruction of coefficients in Maxwell’s equations, Larisa Beilina, presented at “Applications of Mathematics“,2015 November 18-21, Prague, (pdf)
• Quantitative imaging technique using an adaptive finite element method, Larisa Beilina, 2015, Aix-Marseille Université, (pdf)
• Quantitative imaging technique using an approximately globally convergent method, Larisa Beilina, Thanh Trung Nguyen and Michael Klibanov, presented at “Inverse Problems and Nonlinear Equations“, 22-24 May 2013, École Polytechnique (Palaiseau), (pdf)

Last updated: 2017-12-24