Quantum Markov Semigroups as Gradient Flows of the Entropy

Eric Carlen | Nov. 1, 2022| Quantum Entropy Inequalities and Reversible Quantum Markov Semigroups...Подробнее

Cambyse Rouzé: "Spectral methods for entropic contraction coefficients"Подробнее

Gradient Flows and Optimal Transport in Discrete and Quantum SystemsПодробнее

Quantum Markov semigroup, logarithmic Sobolev inequality and noncommutative Ricci curvatureПодробнее

Gaussian Quantum Markov Semigroups on a One-mode Fock Space: Irreducibility and Normal Invariant...Подробнее

Jan Maas : Gradient flows and Ricci cuevature in discrete and quantum probabilityПодробнее

Gradient flow structures and functional inequalities for quantum evolution equations...Подробнее

Entropy, from Boltzmann H-theorem to Perelman's W-formula for Ricci flow | Xiang-Dong LiПодробнее

Functional inequalities and gradient flow for quantum evolution - Eric CarlenПодробнее

Gradient Flow IIIПодробнее

NLP Lecture5(b) - Maximum Entropy Markov ModelsПодробнее

Anna Vershynina: Geometric inequalities and contractivity of bosonic semigroupsПодробнее

On the structure of quantum Markov semigroupsПодробнее

Entropy (for data science) Clearly Explained!!!Подробнее

Trotter-Kato Theorems for Quantum Markov Semi-GroupsПодробнее