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SUMMARY:Elliptics `23
DTSTART:20230904T120000Z
DTEND:20230908T170000Z
DTSTAMP:20231128T142200Z
UID:indico-event-50@indico.phys.ethz.ch
DESCRIPTION:The calculation of Feynman integrals for scattering amplitudes
has been a mathematical challenge throughout the last decades. While fram
ing and formalizing calculations in terms of polylogarithms brought a huge
structural simplification\, it was the advent of elliptic integrals\, whi
ch settled several longstanding problems originating in complex and involv
ed scattering events. Accordingly\, in the last years the elliptic languag
es used in mathematics and particle physics languages started to converge
and led to what is now a rather solid understanding of the role and virtue
s of elliptic integrals within high-energy physics.\n\nElliptic integrals
make an appearance not only in collider physics\, but are the main players
in current endavours in string theory and pure mathematics. Triggered by
the approach in those fields\, questions about the nature of hyperelliptic
and higher objects and integrals arise. Simultaneously it is still a long
stretch from the structural understanding of elliptic integrals to constr
ucting actual representations for the evaluation of certain classes of ell
iptic Feynman integrals. \n\nThe aim of the topical workshop is to bring t
ogether particle physicists\, string theorists and mathematicians working
on elliptic and higher functions\, with the goal of providing a framework
for fruitful discussions bridging between different languages and approach
es in physics and mathematics.\n\nhttps://indico.phys.ethz.ch/event/50/
IMAGE;VALUE=URI:https://indico.phys.ethz.ch/event/50/logo-630528934.png
URL:https://indico.phys.ethz.ch/event/50/
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