Séminaire en format hybride au local 4488 du GERAD ou Zoom.

A blackbox is a function that provides output without explanation of how the output was constructed. One common strategy for optimization involving blackbox functions is to numerically approximate gradients and/or Hessians and use these approximations in a classical method. In this talk, we examine the mathematical theory behind such an approach. We discuss classical and novel approximation techniques for blackbox functions. And, we illustrate the results on a case study from an application in Medical Physics.