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物理系colloquium: 镍氧化物高温超导研究
Electrostatically driven self-assembled biomimicry
Unlocking the Potential of π-Conjugated Azaphospholes and Innovative P1Build...
全球变化科学紫荆论坛第433期:现代地理学:从人地关系到人地协同
报告题目:
Convex Optimization
 报告人:
Stephen Boyd教授
Information Systems Laboratory  主任
Electrical Engineering Department, Stanford University, USA
报告时间:
2006-08-02 10:00
报告地点:
数学科学系理科楼1304
主办单位:
数学科学系方述诚讲席教授组
  简介:
报告时间:2006年8月2日上午10:00-11:50
报告地点:清华大学数学科学系理科楼1304

组织单位:数学科学系方述诚讲席教授组

联系人:邢文训,电话:010-62787945

内容简介:In this talk I will give an overview of general convex optimization, which can be thought of as an extension of linear programming, and some recently developed subfamilies such as second-order cone, semidefinite, and geometric programming.  Like linear programming, we have a fairly complete duality theory, and very effective numerical methods for these problem classes; in addition, recently developed software tools considerably reduce the effort of specifying and solving convex optimization problems. There is a steadily expanding list of new applications of convex optimization, in areas such as circuit design, signal processing, statistics, machine learning, communications, control, finance, and other fields. Convex optimization is also emerging as an important tool for hard, non-convex problems, where it can be used to generate lower bounds on the optimal value, and as a heuristic method for generating suboptimal points.

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