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物理系colloquium: 高效微纳光子与室温量子态
Great Chalenge are Great Opportunities
抗疲劳高效率弹热材料增材制造及固态相变多场效应调控
A universal theory of spin squeezing and the experimental realization
报告题目:
Equilibrium problems under Uncertainty*
 报告人:
Masao Fukushima教授,Kyoto University,Kyoto,Japan*
报告时间:
2006-05-23 14:00
报告地点:
理科楼数学科学系1304室
主办单位:
方述诚讲席教授组Distinguished Lecture Series学术报告*
  简介:
We consider the stochastic linear complementarity problem (SLCP)
involving random data. In particular, we are
interested in the expected residual minimization (ERM) formulation for
the classes of SLCPs called the stochastic
R_0 matrix LCP and the monotone SLCP. We discuss conditions under which
the ERM formulation of an SLCP has a
nonempty and bounded solution set. We also give error bounds for the
stochastic R_0 matrix LCP and the
monotone LCP. Some numerical examples are given to illustrate the
characteristics of the
solutions of the ERM formulation.
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