37 citations · 78 across the 19 of their papers we have counts for
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Locally convex aspects of the Kato and the Dynkin class on manifolds
Batu Güneysu, Kazuhiro Kuwae
We consider the Kato and the Dynkin class and their local counterparts on a smooth Riemannian manifold as Fréchet spaces. Based on recent results by Carron, Mondello and Tewodrose…
Laplacian comparison theorem on Riemannian manifolds with modified m-Bakry-Emery Ricci lower bounds for
Kazuhiro Kuwae, Toshiki Shukuri
In this paper, we prove a Laplacian comparison theorem for non-symmetric diffusion operator on complete smooth -dimensional Riemannian manifold having a lower bound of modified…
Comparison geometry of manifolds with boundary under lower -weighted Ricci curvature bounds with -range
Kazuhiro Kuwae, Yohei Sakurai
We study comparison geometry of manifolds with boundary under a lower -weighted Ricci curvature bound for with -range introduced…
Lower -weighted Ricci curvature bound with -range and displacement convexity of entropies
Kazuhiro Kuwae, Yohei Sakurai
In the present article, we provide a characterization of a lower -weighted Ricci curvature bound for with -range introduced by Lu…
Rigidity phenomena on lower -weighted Ricci curvature bounds with -range for non-symmetric Laplacian
Kazuhiro Kuwae, Yohei Sakurai
Lu-Minguzzi-Ohta have introduced the notion of a lower -weighted Ricci curvature bound with -range, and derived several comparison geometric estimates from a Laplac…
New Laplacian comparison theorem and its applications to diffusion processes on Riemannian manifolds
Kazuhiro Kuwae, Xiang-Dong Li
Let be a symmetric diffusion operator with an invariant measure on a complete non-compact smooth Riemanni…