← Search

Alejandro Queiruga

2 accepted papers

2026

Interpretability and Generalization Bounds for Learning Spatial Physics

ICML 2026poster

While there are many applications of machine learning (ML) to scientific problems that \emph{look} promising, the eye test can be misleading compared to the quantitative values. Using numerical analysis techniques, we rigorously quantify the accuracy, convergence rates, and generalization bounds of …

Cited by 0SourceScholar
2021

Lipschitz Recurrent Neural Networks

ICLR 2021poster

Viewing recurrent neural networks (RNNs) as continuous-time dynamical systems, we propose a recurrent unit that describes the hidden state's evolution with two parts: a well-understood linear component plus a Lipschitz nonlinearity. This particular functional form facilitates stability analysis of t…