The appearance of elliptic curves in calculations in high-energy physics has long been a major bottleneck which has brought together researchers from both mathematics and physics to investigate the properties of integrals over elliptic curves. These interdisciplinary collaborations have been very fruitful, and have led to various descriptions of iterated integrals over elliptic curves as well as a better understanding of the mathematical properties underlying these functions. With many challenges still to overcome and integrals over elliptic curves becoming relevant also for gravitational wave scattering, the study of elliptic curves is a highly interesting and active field of research.
The lectures will be held by experts from both Physics and Mathematics and will deliver an introduction to the mathematical properties of elliptic curves and iterated integrals over them, and will prepare the participants to take part in highly relevant research opportunities.
Introductory lectures will be given by Robin Marzucca, Kay Schönwald and Vasily Sotnikov. The expert lectures will be given by
- Johannes Brödel
- Claire Burrin
- Lorenzo Tancredi
- Stefan Weinzierl
The elliptic summer school is supported by the UZH Graduate Campus and the European Research Council (ERC) Grant 101019620 (ERC Advanced Grant TOPUP)
