Research interests

Numerical linear algebra and scientific computing, in particular

• algebraic error and a posteriori error estimates in numerical PDEs
• Krylov subspace methods
• linear solvers for Cosmic Microwave Background (CMB) data analysis

past projects

• GATIPOR – Guaranteed fully adaptive algorithms with tailored inexact solvers for complex porous media flows
• Big Bang from Big Data of the Cosmic Microwave Background
• NLAFET – Parallel Numerical Linear Algebra for Extreme Scale Systems
• MOdelling REvisited + MOdel REduction
• Theory of Krylov subspace methods and its relationship to other mathematical disciplines

Education

• Ph.D. in Scientific Computing, 2017 under supervison of Zdeněk Strakoš (Charles University, Prague)
• MSc. in Computational and Numerical Mathematics - Numerical Analysis, 2011, Charles University, Prague
• Erasmus stay at UPMC, Paris, summer semester 2013