A Stochastic Modeling Approach to Real-Time Prediction of Queue Overflows

References

• Bell M. C. A queue model and performance indicator for TRANSYT 7. Traffic Engrg. and Control (1981) 22(6):349–354Google Scholar
• Catling I. A time-dependent approach to junction delays. Traffic Engrg. and Control (1977) 18(11):520–526Google Scholar
• Cremer M., Henninger T. Estimation of queue lengths in urban road networks. Presented at the. ASCE 3rd Internat. Conf. Appl. Adv. Tech. Transportation Engrg. (1993) (Seattle, WA)Google Scholar
• Doherty A. R. Comprehensive junction delay formula. (1975) . Unpublished LTR1 Working paper, Department of Transport, U.KGoogle Scholar
• Doughty B. W., Nash D., Touw J. W. Real-time prediction of adaptive traffic signal timings and queue lengths. 13th ARRB-5th REAAA Combined Conf. (1986) (Adelaide, Australia). Presented at theGoogle Scholar
• Ho C.-H., Hwang T.-L. Modeling real-time dynamic queue length for urban traffic control systems. Intelligent Vehicles '94 Sympos. (1994) (Paris, France)24–26Presented at theGoogle Scholar
• Hoose N., Keen K. Direct queue detection using computer image processing. 22nd Internat. Sympos. Automotive Tech. Automation (1990) (Florence, Italy). Presented at theGoogle Scholar
• Kimber R. M., Dalu P. N. Time-dependent queuing at road junctions: Observation and prediction. Transportation Res. (1986) 20B(3):187–203Crossref, Google Scholar
• Lewis C. D. Industrial and business forecasting methods: A practical guide to exponential smoothing and curve fitting. Butterworth Scientific (1982) (Boston, MA). Presented atGoogle Scholar
• Luk J. Y. K., Besley M., Doughty B. W. The Box Hill study: Queue length estimation in SCATS. 14th ARRB Conf. (1988) (Canberra, Australia). Presented at theGoogle Scholar
• Madanat S., Hu S. R. Dynamic estimation and prediction of freeway OD matrices with route switching considerations and time-dependent model parameters. Transportation Res. Board's 75th Annual Meeting (1996) (Washington, D.C). Presented atGoogle Scholar
• Neuberger H. The economics of heavily congested roads. Transportation Res. (1971) 5:283–329Crossref, Google Scholar
• Rakha H., Van Aerde M. Statistical analysis of day-to-day variations in real-time traffic flow data. Transportation Res. Board's 74th Annual Meeting (1995) (Washington, D.C). Presented atGoogle Scholar
• Rouke A., Bell M. G. H. Queue detection and congestion monitoring using image processing. Traffic Engrg. and Control (1991) 32(9):412–419Google Scholar
• Shawaly E. A. A. A comparison of observed, estimated and simulated queue lengths and delays at oversaturated signalized junctions. Traffic Engrg. and Control (1988) 29(12):637–643Google Scholar
• Sheu J.-B., Ritchie S. G. Stochastic modeling and real-time prediction of vehicular lane-changing behavior. Transportation Res. (2001) 35B(7):695–716Crossref, Google Scholar
• Sheu J.-B., Chou Y.-H., Shen L.-J. A stochastic estimation approach to real-time prediction of incident effects on freeway traffic congestion. Transportation Res. (2001) 35B(6):575–592Crossref, Google Scholar
• Taylor M. A. P. MULATM and the SEMARL Project 1: Model evaluation and validation. Traffic Engrg. and Control (1988) 29(2):64–71Google Scholar
• Tsay H.-S., Kang J.-F., Hsiao C.-H. Algorithm for estimating queue lengths and stop delays at signalized intersections. Transportation Res. Record (1991) 1324:123–129Google Scholar