معرفی
Goran Muić is a Professor at the University of Zagreb's Department of Mathematics, specializing in automorphic forms and representation theory within the Langlands program. He has held positions at institutions including the University of Utah, Humboldt University, and the Erwin Schroedinger Institute. A full member of the Croatian Academy of Sciences and Arts (2018) and Academia Europaea (2016), his research focuses on unitary representations, theta correspondences, and non-commutative harmonic analysis.
- Fields of Interest: Automorphic Forms, Langlands Program, Theta Correspondences, Non-commutative Harmonic Analysis, Representation Theory, Modular Forms
- Key Positions: University of Zagreb (2007-present), University of Utah (1997-2000), Humboldt Fellowship (2005-2006)
- Scientific Awards: Outstanding Instructorship Award (1999), Croatian Mathematical Society Award (2004), Humboldt Fellowship (2005), Croatian Academy Membership (2018)
Muić's 46 published papers span p-adic groups, automorphic representations, and discrete series. His recent work (2016) analyzes Fourier coefficients of automorphic forms and integrable discrete series, while earlier publications examine spectral decomposition, theta lifts, and Eisenstein series. He leads the Unitary Representations and Automorphic Forms Seminar and has advised PhD students including N. Grbac and M. Hanzer.
Scientific Awards:
- Outstanding Instructorship Award (University of Utah, 1999)
- Award of Croatian Mathematical Society (2004)
- Humboldt Fellowship (2005)
- Member, Academia Europaea (2016)
- Full Member, Croatian Academy (2018)
