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math.FA2022
Density of subalgebras of Lipschitz functions in metric Sobolev spaces and applications to Wasserstein Sobolev spaces
Massimo Fornasier, Giuseppe Savaré, Giacomo Enrico Sodini
We prove a general criterion for the density in energy of suitable subalgebras of Lipschitz functions in the metric-Sobolev space associated wi…
math.AP2022
Fine properties of geodesics and geodesic -convexity for the Hellinger-Kantorovich distance
Matthias Liero, Alexander Mielke, Giuseppe Savaré
We study the fine regularity properties of optimal potentials for the dual formulation of the Hellinger--Kantorovich problem (HK), providing sufficient conditions for the solvabili…
math.AP2022
-Gradient Flows of Spectral Functionals
Dario Mazzoleni, Giuseppe Savaré
We study the -gradient flow of functionals depending on the eigenvalues of Schrödinger potentials for a wide class of differential operators associated to clo…