Stefan Lemurell
Stefan Lemurell research area is Number theory with a focus on questions within the Langlands program. He has mainly contributed with results on Maass wave forms and calculations of L-functions of high degree. Stefan is a an editor and core developer in the international group behind the L-functions and modular forms database (LMFDB.org). He teaches primarily in discrete mathematics and linear algebra and has written textbooks on both these subjects.
For more information, see http://www.math.chalmers.se/~sj
Showing 16 publications
The landscape of L-functions: degree 3 and conductor 1
Varieties via their L-functions
Spectral correspondences for Maass waveforms on quaternion groups
The highest lowest zero of general L-functions
Maass Forms on GL(3) and GL(4)
Modular forms and L-functions with a partial Euler product
Smooth lattices over quadratic integers
On fundamental domains of arithmetic Fuchsian groups
Theta-lifts of Maass waveforms
A spectral correspondence for Maaß waveforms
Genera of arithmetic Fuchsian groups
Traces in arithmetic Fuchsian groups
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.