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Martin Hallnäs specializes in the analysis of integrable (or solvable) systems and special functions. His research interests encompass integrable many-particle systems, particularly those related to Calogero-Moser type connections, as well as multivariate hypergeometric functions, orthogonal polynomials, symmetric functions, and random matrix theory. He has contributed extensively to the literature in these areas, exploring topics such as elliptic integrable systems and new orthogonality relations of super-Jack polynomials. Hallnäs has co-authored various notable publications including works on Baxter Q-operators and hyperbolic Calogero-Moser systems. His research also includes higher order deformed elliptic Ruijsenaars systems and their applications in mathematical physics. Hallnäs holds a Docent position at the University of Gothenburg, where he continues to develop his research and engage with the academic community.
Administered by the Department of Political Science; focus on International Administration and Global Governance (IAGG).