Speaker
Yang Zhang
(University of Science and Technology of China)
Description
In this talk, I introduce the application of algebraic geometry for the computations of Feynman integral computations. Nowadays, Feynman integrals are the key objects for the LHC precision physics, the precise gravitational wave computation and the deep structures in formal theories. Some computational algebraic geometry ideas, like the Groebner basis, syzygies, module operations have interesting applications on Feynman integals. I will present some neat examples in that direction.
