Anders Södergren
My research is focused on problems in number theory, automorphic forms and homogeneous dynamics. In particular I am interested in analytic number theory, zeros of L-functions, the geometry of numbers and equidistribution problems in homogeneous dynamics.
Showing 10 publications
Low-lying zeros in families of elliptic curve L-functions over function fields
LOW-LYING ZEROS IN FAMILIES OF HOLOMORPHIC CUSP FORMS: THE WEIGHT ASPECT
Omega results for cubic field counts via lower-order terms in the one-level density
Non-vanishing of maass form L-functions at the central point
On the universality of the Epstein zeta function
On the generalized circle problem for a random lattice in large dimension
SATO-TATE EQUIDISTRIBUTION OF CERTAIN FAMILIES OF ARTIN L-FUNCTIONS
On the location of the zero-free half-plane of a random Epstein zeta function
Low-lying zeros of quadratic Dirichlet L-functions: A transition in the ratios conjecture
Low-lying zeros of quadratic Dirichlet L-functions: lower order terms for extended support
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Showing 3 research projects
L-functions, zeta-functions and lattices in large dimension
Low-lying zeros in families of automorphic L-functions
Värdefördelning för L-funktioner och zetafunktioner