Stratified spaces and synthetic Ricci curvature bounds

The results show that some well-known undecidability results for context-free grammars hold true even if some specific additional information is available.. We

— We prove that a compact stratified space satisfies the Riemann- ian curvature-dimension condition RCD(K, N) if and only if its Ricci tensor is bounded below by K ∈ R on the

This is a survey of recent developments in the area of lower Ricci curvature bounds for both geodesic metric measure spaces, and discrete metric measure spaces, from a

1 Pour chacune des questions suivantes, trois réponses sont proposées, une seule est exacte.. Pour chaque question, entoure la

1 Pour chacune des questions suivantes, trois réponses sont proposées, une seule est exacte.. Pour chaque question, entoure la

This analysis, combined with the Plancherel theorem for spherical functions on G/K and standard Tauberian theorems then yields the desired result.. I n his address

Thus, T(G) and S(G) are different generalizations of the notion of Teichmiiller space to groups of the second kind.. Indeed, the region of discontinuity D of G

One can at this point formulate and prove m a n y theorems analogous to those of classical central limit theory, e.g., the theorems of Lindeberg-Feller on