Kazuhiro Kuwae

activity

20052026

most citedStochastic calculus for symmetric Markov processes

37 citations · 78 across the 19 of their papers we have counts for

collaborators

Showing 2020Show all

5 papers · 1 filter

math.DG2020★ 1 cited

Comparison geometry of manifolds with boundary under lower $N$ -weighted Ricci curvature bounds with $ε$ -range

Kazuhiro Kuwae, Yohei Sakurai

We study comparison geometry of manifolds with boundary under a lower $N$ -weighted Ricci curvature bound for $N \in] - \infty, 1] \cup [n, + \infty]$ with $ε$ -range introduced…

math.PR2020

$L^{p}$ -Green-tight measures of $L^{p}$ -Kato class for symmetric Markov processes

Kazuhiro Kuwae, Takahiro Mori

In this paper, we introduce the notion of $L^{p}$ -Green-tight measures of $L^{p}$ -Kato class in the framework of symmetric Markov processes. The class of $L^{p}$ -Green-tight measures of…

math.DG2020★ 1 cited

Lower $N$ -weighted Ricci curvature bound with $ε$ -range and displacement convexity of entropies

Kazuhiro Kuwae, Yohei Sakurai

In the present article, we provide a characterization of a lower $N$ -weighted Ricci curvature bound for $N \in] - \infty, 1] \cup [n, + \infty]$ with $ε$ -range introduced by Lu…

math.DG2020★ 1 cited

Rigidity phenomena on lower $N$ -weighted Ricci curvature bounds with $ε$ -range for non-symmetric Laplacian

Kazuhiro Kuwae, Yohei Sakurai

Lu-Minguzzi-Ohta have introduced the notion of a lower $N$ -weighted Ricci curvature bound with $ε$ -range, and derived several comparison geometric estimates from a Laplac…

math.DG2020★ 1 cited

New Laplacian comparison theorem and its applications to diffusion processes on Riemannian manifolds

Kazuhiro Kuwae, Xiang-Dong Li

Let $L = Δ - \nabla ϕ \cdot \nabla$ be a symmetric diffusion operator with an invariant measure $μ (d x) = e^{- ϕ (x)} m (d x)$ on a complete non-compact smooth Riemanni…

Comparison geometry of manifolds with boundary under lower N-weighted Ricci curvature bounds with ε-range

Lp-Green-tight measures of Lp-Kato class for symmetric Markov processes

Lower N-weighted Ricci curvature bound with ε-range and displacement convexity of entropies

Rigidity phenomena on lower N-weighted Ricci curvature bounds with ε-range for non-symmetric Laplacian

New Laplacian comparison theorem and its applications to diffusion processes on Riemannian manifolds

Comparison geometry of manifolds with boundary under lower $N$ -weighted Ricci curvature bounds with $ε$ -range

$L^{p}$ -Green-tight measures of $L^{p}$ -Kato class for symmetric Markov processes

Lower $N$ -weighted Ricci curvature bound with $ε$ -range and displacement convexity of entropies

Rigidity phenomena on lower $N$ -weighted Ricci curvature bounds with $ε$ -range for non-symmetric Laplacian