Awarded a János Bolyai Research Scholarship of the Hungarian Academy of Sciences in 2019. Important publications in journals such as Journal of the American Mathematical Society, Theory of Computing, Communications in Mathematical Physics, etc.
Research Experience
Associate professor at the Department of Geometry within the Institute of Mathematics of the Budapest University of Technology and Economics.
Education
PhD from the Doctoral School of Physics, Budapest University of Technology and Economics; Previously, a postdoctoral researcher at ETH Zurich and at the Technical University of Munich.
Background
Main research interest: mathematical aspects of quantum information theory, especially asymptotic transformations in entanglement theory and other resource theories. Uses tools from representation theory, information theory, and matrix analysis.