10 citations · 40 across the 7 of their papers we have counts for
7 papers
Monte Carlo simulation of electrostatic interactions in inhomogeneous dielectric media: Correct sampling for the local lattice simulation algorithm
Xiaozheng Duan, Issei Nakamura, Zhen-Gang Wang
We present a lattice Monte Carlo algorithm based on the one originally proposed by Maggs and Rossetto for simulating electrostatic interactions in inhomogeneous dielectric media. T…
Dose and dose-rate dependence of mutation frequency under long-term exposure - A new look at DDREF from WAM model -
Takahiro Wada, Yuichiro Manabe, Issei Nakamura +3
We investigate the dose and dose-rate dependence of the mutation frequency caused by artificial radiations with Whack-A-Mole (WAM) model which we have recently proposed. In particu…
Whack-A-Mole Model: Towards unified description of biological effect caused by radiation-exposure
Yuichiro Manabe, Takahiro Wada, Yuichi Tsunoyama +3
We present a novel model to estimate biological effects caused by artificial radiation exposure, Whack-a-mole (WAM) model. It is important to take account of the recovery effects d…
Reaction Rate Theory of Radiation Exposure and Scaling Hypothesis in Mutation Frequency
Yuichiro Manabe, Issei Nakamura, Masako Bando
We develop a kinetic reaction model for cells having irradiated DNA molecules due to ionizing radiation exposure. Our theory simultaneously accounts for the time-dependent reaction…
Dynamical symmetry breaking and the Nambu-Goldstone theorem in the Gaussian wave functional approximation
V. Dmitrasinovic, Issei Nakamura
We analyze the group-theoretical ramifications of the Nambu-Goldstone [NG] theorem in the self-consistent relativistic variational Gaussian wave functional approximation to spinles…
Linear Sigma model in the Gaussian wave functional approximation II: Analyticity of the S-matrix and the effective potential/action
Issei Nakamura, V. Dmitrasinovic
We show an explicit connection between the solution to the equations of motion in the Gaussian functional approximation and the minimum of the (Gaussian) effective potential/action…