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20032019
most citedFluctuations in Gene Regulatory Networks as Gaussian Colored Noise

21 citations · 33 across the 14 of their papers we have counts for

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14 papers

physics.chem-ph2019

Intrinsic fluctuations of chemical reactions with different approaches

Hong-Yuan Xu, Yu-Pin Luo, Ming-Chang Huang

The Brusselator model are used for the study of the intrinsic fluctuations of chemical reactions with different approaches. The equilibrium states of systems are assumed to be spir…

cond-mat.stat-mech2012

The effect of clusterings on the equilibrium states of local majority-rule: Occurrence probability and robustness

Yu-Pin Luo, Jinn-Wen Wu, Ming-Chang Huang

The equilibrium states associated with the local majority-rule are divided into three classes, the states of system-wide coordination, the trapped states, and the states of period-…

physics.soc-ph2011

Characterizing the process of reaching consensus for social systems

Jinn-Wen Wu, Yu-Pin Luo, Ming-Chang Huang

A novel way of characterizing the process of reaching consensus for a social system is given. The foundation of the characterization is based on the theorem which states that the s…

cond-mat.stat-mech2010

Asymptotic expansion for the resistance between two maximum separated nodes on a resistor network

N. Sh. Izmailian, Ming-Chang Huang

We analyze the exact formulae for the resistance between two arbitrary notes in a rectangular network of resistors under free, periodic and cylindrical boundary conditions obtained…

q-bio.MN2009★ 21 cited

Fluctuations in Gene Regulatory Networks as Gaussian Colored Noise

Ming-Chang Huang, Jinn-Wen Wu, Yu-Pin Luo +1

The study of fluctuations in gene regulatory networks is extended to the case of Gaussian colored noise. Firstly, the solution of the corresponding Langevin equation with colored n…

cond-mat.stat-mech2009

A generalized integral fluctuation theorem for general jump processes

Fei Liu, Yu-Pin Luo, Ming-Chang Huang +1

Using the Feynman-Kac and Cameron-Martin-Girsanov formulas, we obtain a generalized integral fluctuation theorem (GIFT) for discrete jump processes by constructing a time-invariabl…