LOW D J, ADDISON P S.Chaos in a Car-following Model Including a Desired Inter-vehicle Separation[C]//SOLLIMAN J I, ROLLER D.Proceedings of the 28th ISATA Conference.Stuttgart:ISATA, 1995:947-951.
ROSENSTEIN M T, COLLINS J J, LUCA C J.A Practical Method for Calculating Largest Lyapunov Exponents from Small Data Sets[J].Phys D, 1993, 65:117-134.
[8]
DENDRINOS D S.Traffic-flow Dynamics:a Search for Chaos[J].Chaos Solitons & Fractals, 1994, 4(4):605-617.
[9]
LOW D J, ADDISON P S.Chaos in a Car-following Model with a Desired Headway Time[C]//ROLLER D.Proceeding of the 30th ISATA Conference.Florence:ISATA, 1997:175-182.
[10]
HE Guo-guang, WAN Xing-yi.Determination of the Chaos of Simulated Traffic Flow by Using the Max-imum Lyapunov Exponent[J].Control Theory and Applications, 2003, 22(4):8-13.
[11]
HE Guo-guang, MA Shou-feng, FENG Wei-dong.Preliminary Study of Fractals of Traffic Flow[J].China Journal of Highway and Transport, 2002, 15(4):82-85.
[12]
JIANG Hai-feng, MA Rui-jun, WEI Xue-ye, et al.A Method to Rapidly Identifying Chaos Characteristics of Short-term Traffic Flow Based on Small-data-sets[J].Journal of the China Railway Society, 2006, 28(2):63-66.
[13]
HE Guo-guang, WANG Dong-shan.Simulation Study on the Transition Between Chaos and Odor Motion in the Traffic Flow[J].China Civil Engineering Journal, 2003, 36(7):53-56.
[14]
LU Jin-hu, LU Jun-an, CHEN Shi-hua.Analysis and Application of Chaotic Time Series[M].Wuhan:Wuhan University Press, 2002.
