Journal of Jilin University Science Edition

Previous Articles     Next Articles

Stochastic Maximum Principle of ForwardBackwardStochastic Pantograph Systems with Random Jumps

SHAO Dianguo, SONG Daiqing, GU Jing   

  1. College of Science, Northeast Dianli University, Jilin 132012, Jilin Province, China
  • Received:2015-06-12 Online:2015-07-26 Published:2015-07-27
  • Contact: SONG Daiqing E-mail:songdaiqing@163.com

Abstract:

We made an investigation into the stochastic optimal control problem of the stochastic delayed system described by forward-backward stochastic pantograph equations with random jumps by virtue of classical variational approach, duality method and the anticipated backward stochastic pantograph equations with random jumps, obtaining the maximum principle for this problem.

Key words: forwardbackward stochastic pantograph systems with random jumps, stochastic optimal control, stochastic maximum principle, duality method, variational approach

CLC Number: 

  • O211.63