Resume
Academic Achievements
- Published numerous papers in areas such as linear and multilinear singular integrals, real harmonic/Fourier analysis and differential operators, geometric/combinatorial measure theory, and more. Involved in and led multiple research projects.
Research Experience
- Currently a full professor at the Department of Mathematics, Faculty of Science, University of Zagreb. Principal investigator of several research projects, including HRZZ IP-2022-10-5116: Fourier analysis and applications (FANAP) and HRZZ UIP-2017-05-4129: Multilinear and Nonlinear Harmonic Analysis and Applications (MUNHANAP).
Education
- Received Ph.D. from UCLA in 2011, under the supervision of Christoph Thiele. Spent the year 2019-2020 at Georgia Tech, under the supervision of Michael Lacey, supported by the Fulbright Scholar Program.
Background
- Research interests include linear and multilinear singular integrals, real harmonic/Fourier analysis and differential operators, geometric/combinatorial measure theory, additive combinatorics, martingales and ergodic theory, elementary number theory (e.g., irrationality problems and unit fractions), and various topics related to analysis, combinatorics, or probability.
Miscellany
- Born in Zagreb, Croatia, and considers it his hometown.