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.