Event

Talk
Single-valued multiple-zeta-values
Dr. Oliver Schnetz
7 May 2013, 15:00 – 16:00

Abstract:
Single-valued multiple-zeta-values are special values of single-valued multiple polylogarithms which are generalizations of the Bloch-Wigner dilogarithm. Using the Ihara action the motivic counterparts of single-valued multiple-zeta-values can be characterized in terms of the Galois coaction on motivic multiple-zeta-values. We give a short account of the theory of single-valued multiple-zeta-values and describe their role in the theory of Feynman periods.

http://www.algeo.math.uni-erlangen.de/?2297

Related to:

• Oliver Schnetz
• [C4] Structure of Quantum Field Theory: Hopf Algebras versus Integrability