Giuseppe Savaré

Giuseppe Savaré is a Full Professor at Bocconi University in Milan. His research focuses on Optimal Transport, Gradient Flows, and Analysis in Metric-Measure Spaces, with contributions to the theory of rate-independent systems and calculus in non-smooth geometries. He has published extensively on topics like Wasserstein spaces, entropy-transport distances, and dissipative evolutions.

• Affiliations: Bocconi University (Full Professor), Member of the Calculus of Variations and PDE research group.
• Education: Not explicitly stated in text, inferred via academic rank and publications.

His work bridges functional analysis, PDEs, and geometric measure theory. Key themes include the interplay between optimal transport and geometric structures, as well as applications to evolutionary problems in materials science and mathematical physics. Recent contributions include relaxations of unbalanced transport problems and the study of variational principles in metric measure spaces.

He has organized workshops on Optimal Transport and Geometric Analysis, and his research has been supported by institutions like the Simons Foundation. His articles explore both theoretical foundations (e.g., gradient flows in Wasserstein spaces) and applied aspects (e.g., crack propagation models).