Description
Feynman integrals are the building blocks of multi-loop scattering amplitudes and have fascinating connections to various areas of mathematics. For example, beyond one loop, large classes of Feynman integrals are related to (hyper)elliptic curves or Calabi-Yau surfaces. In this talk, I will provide a brief review of computing Feynman integrals using canonical differential equations and discuss recent results regarding the associated forms. In particular, we will focus on hyperelliptic Feynman integrals (as examples).
