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Dive into the research topics where Yukio Nagahata is active.

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Featured researches published by Yukio Nagahata.


Journal of Statistical Physics | 1998

The Gradient Condition for One-Dimensional Symmetric Exclusion Processes

Yukio Nagahata

For every Gibbs measure on the one dimensional lattice Z with translation-invariant potential of finite range, an exchange rate for one-dimensional lattice gas which satisfy both the detailed balance condition relative to the Gibbs measure and the gradient condition is constructed.


Journal of Statistical Physics | 2003

Fluctuation Dissipation Equation for Lattice Gas with Energy

Yukio Nagahata

In this paper we introduce a “lattice gas with energy,” and obtain the “fluctuation dissipation equation” for it. The system has two conserved quantities, the number of particles and the total energy. Once the “fluctuation dissipation equation” is established, the hydrodynamic limit is easily deduced from it by using the methods found in ref. 1 for this model.


Electronic Journal of Probability | 2009

Central Limit Theorem for a Class of Linear Systems

Yukio Nagahata; Nobuo Yoshida


Annales De L Institut Henri Poincare-probabilites Et Statistiques | 2005

Regularity of the diffusion coefficient matrix for the lattice gas with energy

Yukio Nagahata


Stochastic Processes and their Applications | 2010

Spectral gap for zero-range processes with jump rate g(x)=x[gamma]

Yukio Nagahata


Electronic Journal of Probability | 2010

Localization for a Class of Linear Systems

Yukio Nagahata; Nobuo Yoshida


Journal of Statistical Physics | 2011

Spectral Gap for Multi-species Exclusion Processes

Yukio Nagahata; Makiko Sasada


Stochastic Processes and their Applications | 2006

Regularity of the diffusion coefficient matrix for generalized exclusion process

Yukio Nagahata


Kodai Mathematical Journal | 2013

Tagged particle dynamics in stochastic ranking process

Yukio Nagahata


Electronic Journal of Probability | 2012

Lower bound estimate of the spectral gap for simple exclusion process with degenerate rates

Yukio Nagahata

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