A stochastic control model for portfolio optimization with delay effects

發布者:吳敏發布時間:2024-07-01浏覽次數:10

江蘇省應用數學(中國礦業大學)中心系列學術報告

報告題目A stochastic control model for portfolio optimization with delay effects

報告人:龐濤 教授 (北卡羅萊納州立大學)

報告時間:202474日(周四)下午16:30-17:30

報告地點:伟德bv A321

主持人:田德建

報告摘要:We consider a portfolio optimization problem over an infinite time horizon, in which the stock price follows a generalized geometric Brownian motion model with delay effects. The problem is formulated as a stochastic control problem where the goal is to choose the optimal investment and consumption controls that maximize total expected discounted utility. Dynamic programming method is used to derive the Hamilton-Jacobi-Bellman (HJB) equation and we then establish the existence and uniqueness results.

報告人簡介:龐濤,美國北卡羅萊納州立大學數學系教授,金融數學研究生項目主任,特許金融分析師(CFA),注冊金融風險管理師(FRM)。曾經擔任全球風險管理協會(GARP)北卡分會會長。美國布朗大學應用數學博士,中國科技大學數學學士、碩士。研究方向為金融數學、随機控制、金融衍生品、投資組合優化、銀行風險管理等。曾獲美國工業與應用數學學會控制與優化雜志2010-2011最佳學術論文獎。



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