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Anders Södergren is a docent at the University of Gothenburg, specializing in number theory and its applications. His research interests focus on analytic number theory, with particular emphasis on zeros of L-functions and geometry of numbers. He explores equidistribution problems within homogeneous dynamics and investigates central values of zeta functions associated with non-Galois cubic fields. His contributions to the field are documented in several reputable mathematical journals, including 'Inventiones Mathematicae', 'Algebra & Number Theory', and 'Forum Mathematics, Sigma'. Södergren's collaborative work examines low-lying zeros across various families of holomorphic cusp forms and elliptic curve L-functions, contributing significantly to the understanding of the density and universality of these mathematical concepts. His influence spans several seminal publications and conference presentations, marking him as an important figure in the mathematical community.
Administered by the Department of Political Science; focus on International Administration and Global Governance (IAGG).