Correspondingly, dynamic system optimal model is suggested to be the theoretical base of the responding congestion countermeasure and ideal user optimal model is predicted to be the theoretical base of the congestion countermeasure respectively.

Game-based coordination method between system optimum anduser equilibrium in route guidance system;

In this paper,a variational inequality model is presented to formulate the mixed travel behavior associated with both system optimum and user equilibrium,and is derived a gen.

The relationship between user equilibrium and system optimum flow patterns was explored in traffic networks with fixed demands.

Making bridge tolls policy based on system optimization can not only facilitate people′s trip but also help government get the dual goals of balancing urban traffic and solving the municipal bridge construction capital by using bridge tolls.

One-parameter optimal systems for the nonlinearevolution equation;

An optimal system and group-invariant solutions of the Zero-Coupon bond pricing models

Studied the(2+1)-dimensional nonlinear Klein-Gordon equations by using of the Lie group of symmetry,obtained it\'s one-dimensional optimal system.

With dynamic optimization and Pontryagin maximum principle,a three-dimensional system is set up,and its stability is analyzed.

It get a two-dimension system by using the dynamic optimization, analyze the system′s stability.

By the method of dynamic optimization, we have got the four dimensions dynamic system and analyzed the stability of this system, obtained the balanced lever and the optimal allocation of labor.