Event

Talk
"Integrability and multiple zeta-functions in planar N=4 SYM"
Dr. Dmytro Volin
7 May 2013, 16:30 – 17:30

Abstract:

I will explain how to perform higher loop computations in planar N=4 SYM using integrability techniques. In particular, we will discuss the so called Konishi anomalous dimension, which we computed explicitly up to eight loops, observing appearance of a non-reducible multiple zeta-value for the first time, and for which the highest transcendental terms can be resummed at all orders of the perturbation theory. Finally, I will give a conjecture that only multiple zeta-values can appear in the answer at any order of the perturbative expansion.

https://www.phys.psu.edu/people/display/index.html?person_id=6365

Related to:

• Dmytro Volin
• [C4] Structure of Quantum Field Theory: Hopf Algebras versus Integrability