Research report 2009 - Max Planck Institute for Mathematics

L-functions and Deligne-Beilinson conjectures

Authors
Mellit, Anton
Departments

Mathematik
MPI für Mathematik, Bonn

Summary
We explain the important idea of L-function in mathematics and Deligne-Beilinson conjectures about values of L-functions at integral points. As main examples we consider here the Riemann zeta function and L-functions of elliptic curves. In the end we explain relation between values of L-functions of elliptic curves at 2 and logarithmic Mahler measures.

For the full text, see the German version.

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