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A Stackelberg Order Execution Game
杜东雷 加拿大新布朗什维克工商管理学院
Abstract: We study a sequential order execution differential game over a finite time horizon in the
Stackelberg duopoly framework, in contrast to the simultaneous Nash game investigated by Carlin
et al. (2007). In our game, there are two players, one leader and one follower, who maximize their
expected trading payoffs respectively by trading a single risky asset whose price dynamics follows
the linear-price market impact model of Almgren and Chriss (2001). We derive a closed-form
solution for the unique open-loop Stackelberg equilibrium, allowing us to develop new and
complementary managerial insights by looking at both players' equilibrium behavior in terms of
trading speeds, inventory positions, price dynamics, and first mover's advantage. We also quantify
different behavioral metrics of the same players under our sequential game and the aforementioned
simultaneous Nash game of Carlin et al. (2007).
Biodata: 现任加拿大新布朗什维克工商管理学院副院长(分管科研及研究生),从事运筹学
研究。其主要研究兴趣为量化投资管理,组合优化,鲁棒优化,近似算法,社会网络分析,
算法博弈论,供应链管理,选址问题及排序理论。其科研成果发表在诸多国际一流学术期刊
上,如 Operations Research, Algorithmica, SIAM Journal on Discrete Mathematics, European
Journal of Operation Research, Omega 等。并多次获得所在学校及学院的奖励,包括 University
Research Scholar (校级, 2014), University Merit Award (校级, twice, 2006 and 2012), Excellence
in Research Award (院级, 2007), and Annual Research Award (院级,2004).