Topic
mathematics
Artificial Intelligence #optimal transport#machine learning
New Book on Optimal Transport Offers Machine Learning Practitioners a Unified Framework
A new book titled 'Optimal Transport for Machine Learners' presents a comprehensive overview of optimal transport techniques tailored for machine learning. It covers key concepts such as Kantorovich couplings, Wasserstein distances, Sinkhorn scaling, and gradient flows, providing a mathematical framework for comparing probability measures in ML applications.
Jun 16, 2026 1 source
Artificial Intelligence #deep neural networks#non-archimedean analysis
Deep Neural Networks Formulated via Non-Archimedean Analysis Offer New Universal Approximation Capabilities
A new paper on arXiv presents a formulation of deep neural networks using non-Archimedean analysis, employing multilayered tree-like architectures based on rings of integers of local fields. The networks are shown to be robust universal approximators for functions on these rings and the unit interval.
Jun 16, 2026 1 source