摘要
In this paper, traffic systems with attachment and detachment have been studied by total-asymmetric simple exclusion processes （TASEPs）. Attachment and detachment in a one-dimensional system is a type of complex geometry that is relevant to biological transport with the random update rule. The analytical results are presented and have shown good agreement with the extensive Monte Carlo computer simulations.
In this paper, traffic systems with attachment and detachment have been studied by total-asymmetric simple exclusion processes （TASEPs）. Attachment and detachment in a one-dimensional system is a type of complex geometry that is relevant to biological transport with the random update rule. The analytical results are presented and have shown good agreement with the extensive Monte Carlo computer simulations.
作者
肖松
刘明哲
商晶
王华
Xiao Song;Liu Ming-Zhe;Shang Jing;Wang Hua(Faculty of Metallurgical and Energy Engineering,Kunming University of Science and Technology,Kunming 650093,China;College of Nuclear Technology and Automation Engineering,Chengdu University of Technology,Chengdu 610059,China)
基金
supported by the National Natural Science Foundation of China-Yunnan Union Foundation (Grant No.U0937604)
