Set theory and mathematical Logic:
The relation between ultrafilters, large cardinals and forcing.
Reflection and compactness principles and infinite combinatorics.
Ultrafilters over countable sets and topology.
Ideals over successor cardinals and their generic extensions.
Cardinal arithmetic and Prikry-type forcing.
BSc in Mathematics, Tel-Aviv University
MSc in Mathematics under the supervision of Prof. Gitik, Tel-Aviv University
PhD in Mathematics under the supervision of Prof. Gitik, Tel-Aviv University
Research Assistant Professor, University of Illinois, Chicago
Hill Research Assistant Professor, Rutgers University
PI on National Science Foundation DMS-2346680, 2023-2026
