Nara Medical University

output

20082022

most citedFunctional Analysis of Spontaneous Cell Movement under Different Physiological Conditions

182 citations

researchers with a paper here

H. Otsuka2 · h 9
H. Takagi2 · h 15
M. Fujimoto2 · h 7
T. Yanagida2 · h 63
A. Iwane1 · h 28
Keiho Imanishi1 · h 5
Masayuki J. Sato1 · h 5
M. Nakao1 · h 18
M. Nishikawa1 · h 14
M. Ueda1 · h 32
N. Ueda1 · h 18
R. Kawaguchi1 · h 6

collaborating institutions

Japan Science and Technology AgencyJP2 papers
The University of OsakaJP2 papers
Tokyo Metropolitan UniversityJP2 papers
Hiroshima UniversityJP1 paper
Kyoto UniversityJP1 paper
Rakuwakai Otowa HospitalJP1 paper
Ube Frontier UniversityJP1 paper

Showing cond-mat.stat-mechShow all

2 papers · 1 filter

cond-mat.stat-mech2022★ 1 cited

Universal asymptotic correlation functions for point group $C_{6 v}$ and an observation for triangular lattice $Q$ -state Potts model

Masafumi Fujimoto, Hiromi Otsuka

We investigate universal forms for asymptotic correlation functions of off-critical systems that possess $C_{6 v}$ symmetry following the argument for $C_{4 v}$ symmetry in Phys.~Rev…

cond-mat.stat-mech2019★ 2 cited

Asymptotic correlation functions in the $Q$ -state Potts model: a universal form for point group $C_{4 v}$

Masafumi Fujimoto, Hiromi Otsuka

Reexamining algebraic curves found in the eight-vertex model, we propose an asymptotic form of the correlation functions for off-critical systems possessing rotational and mirror s…

Universal asymptotic correlation functions for point group C6v​ and an observation for triangular lattice Q-state Potts model

Asymptotic correlation functions in the Q-state Potts model: a universal form for point group C4v​

Universal asymptotic correlation functions for point group $C_{6 v}$ and an observation for triangular lattice $Q$ -state Potts model

Asymptotic correlation functions in the $Q$ -state Potts model: a universal form for point group $C_{4 v}$