Journal
APPLIED MATHEMATICS AND OPTIMIZATION
Volume 83, Issue 2, Pages 1005-1023Publisher
SPRINGER
DOI: 10.1007/s00245-019-09576-z
Keywords
Stochastic LQ control problem; Stochastic Riccati equation; Random coefficients; Infinite time horizon; Pension fund
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Funding
- National Natural Science Foundation of China [11471079, 11631004, 11701371, 11871163]
- XuLun Scholar Project of Shanghai Lixin University of Accounting and Finance [2017]
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This paper studies a control-constrained stochastic LQ optimal control problem with random coefficients on the infinite time horizon, introducing two generalized infinite time horizon stochastic Riccati equations to provide explicit optimal control and cost solutions. The application of this study is demonstrated through the control problem of a pension fund with a DB scheme.
In this paper we study a control-constrained stochastic LQ optimal control problem with random coefficients on the infinite time horizon. For this, two generalized infinite time horizon stochastic Riccati equations are introduced to give the explicit optimal control and optimal cost. Finally, the control problem of pension fund with DB scheme is presented to demonstrate the application of our study as an example.
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