Li Z. The globalization theorem for CD(K, N) on locally finite spaces. Annali di Matematica Pura ed Applicata . 2023.We establish the local-to-global property of the synthetic curvature-dimension condition for essentially non-branching locally finite metric-measure spaces, extending the work [Cavalletti and Milman in Invent Math 226(1):1-137, 2021]
We will prove a decomposition for Wasserstein geodesics in the following sense: let (X, d, m) be a n...
Discrete versus continuous, simple versus complex, global versus local, linear versus nonlinear, det...
[EN] We propose a notion of continuous path for locally finite metric spaces, taking inspiration fro...
AbstractWe prove that for non-branching metric measure spaces the local curvature condition CDloc(K,...
We prove that for non-branching metric measure spaces the local curvature condition CD loc(K, N) imp...
We prove that for non-branching metric measure spaces the local curvature condition CD loc(K, N) imp...
We prove that for non-branching metric measure spaces the local curvature condition CD loc(K, N) imp...
AbstractWe prove that for non-branching metric measure spaces the local curvature condition CDloc(K,...
AbstractThis paper is devoted to the analysis of metric measure spaces satisfying locally the curvat...
Let (X,τ) be a topological space. Let Φ be a class of real-valued functions defined on X. A function...
AbstractThis is an addendum to the paper [K. Bacher, K.T. Sturm, Localization and tensorization prop...
This work is devoted to the analysis of abstract metric measure spaces (M,d,m) satisfying the curvat...
We prove higher summability and regularity of Gamma(f) for functions f in spaces satisfying the Bakr...
Abstract. We study a class of spaces, JNp, related to BMO in the abstract setting of a metric space ...
International audienceWe discuss the implications of a local-global (or global-limit) principle for ...
We will prove a decomposition for Wasserstein geodesics in the following sense: let (X, d, m) be a n...
Discrete versus continuous, simple versus complex, global versus local, linear versus nonlinear, det...
[EN] We propose a notion of continuous path for locally finite metric spaces, taking inspiration fro...
AbstractWe prove that for non-branching metric measure spaces the local curvature condition CDloc(K,...
We prove that for non-branching metric measure spaces the local curvature condition CD loc(K, N) imp...
We prove that for non-branching metric measure spaces the local curvature condition CD loc(K, N) imp...
We prove that for non-branching metric measure spaces the local curvature condition CD loc(K, N) imp...
AbstractWe prove that for non-branching metric measure spaces the local curvature condition CDloc(K,...
AbstractThis paper is devoted to the analysis of metric measure spaces satisfying locally the curvat...
Let (X,τ) be a topological space. Let Φ be a class of real-valued functions defined on X. A function...
AbstractThis is an addendum to the paper [K. Bacher, K.T. Sturm, Localization and tensorization prop...
This work is devoted to the analysis of abstract metric measure spaces (M,d,m) satisfying the curvat...
We prove higher summability and regularity of Gamma(f) for functions f in spaces satisfying the Bakr...
Abstract. We study a class of spaces, JNp, related to BMO in the abstract setting of a metric space ...
International audienceWe discuss the implications of a local-global (or global-limit) principle for ...
We will prove a decomposition for Wasserstein geodesics in the following sense: let (X, d, m) be a n...
Discrete versus continuous, simple versus complex, global versus local, linear versus nonlinear, det...
[EN] We propose a notion of continuous path for locally finite metric spaces, taking inspiration fro...
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