Mathematical Sciences: Optimization Theory

数学规划关注的是找到最好的 多变量问题在某种特定意义下的解 受到许多限制。 这些方法的实际应用是 几乎在科学、技术和科学的每一个分支中都可以找到， 决策科学 该项目的总体目标是扩大 数学规划方法，并使其更有效 通过扩大可以处理的问题的规模， 提高计算速度， 提高所获答复的有用性，包括 其中的结果可以实施， 社会

Mathematical programming is concerned with finding the best solution in some specified sense to problems with many variables subject to many constraints. Practical applications of such are found in virtually every branch of science, technology, and decision science. The general goal of this project is to extend the scope of mathematical programming methods and to make them more effective by enlarging the size of problems that can be handled, by increasing the speed with which the computing is done, and by improving the usefulness of the answers obtained, including ways in which the results may be implemented to the benefit of society.