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 9 publications
LOW-LYING ZEROS IN FAMILIES OF HOLOMORPHIC CUSP FORMS: THE WEIGHT ASPECT
Low-lying zeros in families of elliptic curve L-functions over function fields
Non-vanishing of maass form L-functions at the central point
On the universality of the Epstein zeta function
SATO-TATE EQUIDISTRIBUTION OF CERTAIN FAMILIES OF ARTIN L-FUNCTIONS
On the generalized circle problem for a random lattice in large dimension
Low-lying zeros of quadratic Dirichlet L-functions: A transition in the ratios conjecture
On the location of the zero-free half-plane of a random Epstein zeta function
Low-lying zeros of quadratic Dirichlet L-functions: lower order terms for extended support
Download publication list
You can download this list to your computer.
Filter and download publication list
As logged in user (Chalmers employee) you find more export functions in MyResearch.
You may also import these directly to Zotero or Mendeley by using a browser plugin. These are found herer:
Zotero Connector
Mendeley Web Importer
The service SwePub offers export of contents from Research in other formats, such as Harvard and Oxford in .RIS, BibTex and RefWorks format.
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