Caesar: the blueprint for numerical evaluation of Feynman integrals
We present Caesar, a program which automates many methods to compute Feynman integrals numerically in physical regions. The applied chain of tools involves the derivation of a system of differential equations for finite master integrals, the numerical evaluation of finite master integrals in euclidean regions, and finally the transport of the Euclidean boundary terms to the physical regions via the series expansion of the system of differential equations. Caesar has been successfully tested in numerical computations of three-loop massive vertex and propagator-like Feynman integrals arising in the study of radiative corrections in electroweak theory.