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In this talk I will discuss the concept of neural networks with a controllable Lipschitz bound and their applications in High Energy Physics. This work goes over two aspects. Firstly, a provable robustness guarantee and additional benefits for safety-critical applications. Secondly, its use for differentiable estimation of Wasserstein-1 optimal transport potentials for the creation of discriminatory observables, specifically for jet analysis.
Hans Dembinski