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  <title><![CDATA[A Stochastic optimal control problem in workforce management]]></title>
  <body><![CDATA[<p>TITLE: A Stochastic optimal control problem in workforce management
</p><p>SPEAKER: Xuefeng Gao</p><p>ABSTRACT:</p><p>An important problem in workforce management involves determining a company's staffing portfolio from a mix of different sources. We consider
the special case of determining a company's positions in its internal and
external workforce given the uncertainty and volatility of growing/emerging
demand, and the risks associated with these positions. To solve this
problem, we take a risk hedging approach and formulate a stochastic optimal
control problem for maximizing the expected discounted profit over an
infinite horizon. Our main results include deriving the optimal workforce
management policy and establishing that it is of base stock type (2-sided).
Numerical experiments have been conducted to provide insights and
understand the optimal policy. Both our theoretical results and numerical
experiments demonstrate that dynamic alignment of workforce in response to
changing/volatile demand is critical.  This is joint work with Yingdong Lu,
Mayank Sharma and Mark Squillante at IBM Research.

</p><p>Bio:</p><p>Xuefeng Gao is currently a Ph.D. student in the Department of Industrial and Systems Engineering at Georgia Tech. His advisors are Professor Jim
Dai and Professor Ton Dieker.  He received B.S. in Mathematics from Peking University, Beijing in 2008. He is interested in Applied Probability and
Stochastic Processes, Stochastic Optimization and Market Microstructure.
</p>]]></body>
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