The assignment problem of the multiple origin-destination stochastic system optimal dynamical traffic network flow is considered. The optimal model of problem is set up. The model is simplified by the way of mathematics analysis. Under the condition of the optimal flow, the special properties of the simplified model of the link of the dynamical traffic network flow of stochastic system are analyzed by using the Lagrangian condition and the batch scheduling theory presented by Xianwei Zhou. Finally, the batch parallel routing algorithm with polynomial time is designed by using the batch scheduling and the model's special properties.
Batch Parallel Algorithm of Assignment Problem of Stochastic System Optimal Dynamical Traffic Network Flow
Second International Conference on Transportation and Traffic Studies (ICTTS ) ; 2000 ; Beijing, China
12.07.2000
Aufsatz (Konferenz)
Elektronische Ressource
Englisch
British Library Conference Proceedings | 2000
|British Library Online Contents | 2011
|A dynamical system model of the traffic assignment problem
Online Contents | 2007
|Stochastic quasi-gradient algorithm for the off-line stochastic dynamic traffic assignment problem
Online Contents | 2006
|