T. Mori

activity

20042022

most citedSimulation study of spatio-temporal correlations of earthquakes as a stick-slip frictional instability

39 citations · 162 across the 14 of their papers we have counts for

collaborators

Showing math.PRShow all

4 papers · 1 filter

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.PR2020★ 6 cited

$L^{p}$ -Kato class measures and their relations with Sobolev embedding theorems for Dirichlet spaces

Takahiro Mori

In this paper, we discuss relationships between the continuous embeddings of Dirichlet spaces $(F, E_{1})$ into Lebesgue spaces and the integrability of the assoc…

math.PR2020

Large deviation principle for the intersection measure of Brownian motions on unbounded domains

Takahiro Mori

Consider the intersection measure $ℓ_{t}^{IS}$ of $p$ independent Brownian motions on $R^{d}$ . In this article, we prove the large deviation principle for the norm…

math.PR2018★ 1 cited

Large deviations for intersection measures of some Markov processes

Takahiro Mori

Consider an intersection measure $ℓ_{t}^{IS}$ of $p$ independent (possibly different) $m$ -symmetric Hunt processes up to time $t$ in a metric measure space $E$ with a Ra…

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

Lp-Kato class measures and their relations with Sobolev embedding theorems for Dirichlet spaces

Large deviation principle for the intersection measure of Brownian motions on unbounded domains

Large deviations for intersection measures of some Markov processes

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

$L^{p}$ -Kato class measures and their relations with Sobolev embedding theorems for Dirichlet spaces