New frontiers of Feynman Integral Computations: Mathematical Structures in Phenomenology

Speakers: Ekta Chaubey (U. Bonn)
In this talk, I will discuss how to advance the mathematical understandingof multi-loop, multi-leg, and multi-scale Feynman integrals and to bridgethe gap between the mathematical framework of scattering amplitudes andtheir phenomenological applications. I will highlight their broad relevance,not only in achieving groundbreaking predictions for LHC observations butalso in extending their impact beyond elementary particle physics. Forinstance, these computations play a crucial role in the precise calculationof bound-state observables and have contributed to breakthroughs ingravitational wave research.
https://indico.in2p3.fr/event/35573/