Mathematical Sciences: Conference on Numerical Optimization Methods in Differential Equations and Control; July 15-17, 1991, Raleigh, North Carolina

数值优化和 微分方程和控制领域。 实例包括 参数识别的新方法;特殊用途，网格- 积分离散化独立拟牛顿法 方程、微分方程和控制问题;新 大型线性问题的迭代方法， 偏微分方程的离散化;和有效的 不等式约束问题的投影方法 控制 这笔赠款将部分支持关于这些问题的会议 微分方程数值优化方法 控制，将于7月在北卡罗来纳州州立大学举行， 1991. 本次会议将于 年国际工业与应用数学大会 为了尽可能多的国际数学家可以参加， 可能 这将为美国参与者提供一个机会， 了解该领域的最新进展， 其他国家以及他们自己的。

There is much interaction between numerical optimization and the areas of differential equations and control. Examples include new methods for parameter identification; special purpose, mesh- independent, quasi-Newton methods for discretizations of integral equations, differential equations and control problems; new iterative methods for the large linear problems that are discretizations of partial differential equations; and effective projection methods for inequality constrained problems from optimal control. This grant will partially support a conference on these numerical optimization methods in differential equations and control, to be held at North Carolina State University in July, 1991. This conference is scheduled immediately after the International Congress on Industrial and Applied Mathematics in order that as many international mathematicians can attend as possible. This will provide the US participants an opportunity to keep abreast of recent advances in the area which have occurred in other countries as well as their own.