Polyhedral Methods in Combinatorial Optimization

在整数规划中使用多面体方法已被证明是 这在理论和实践上都很重要。 的 航空公司机组人员的调度是一个典型的例子， 寻求更好解决方案的问题，并依赖于 外地 库克教授将研究新的多面体结果 目前看来，这为重大的 突破

The use of polyhedral methods in integer programming has proven to be significant both on theoretical and a practical grounds. The scheduling of airline crews is a typical example of an important problem which seeks better solutions and is dependent upon advances in the field. Professor Cook will investigate new polyhedral results which currently appear to offer significant potential for major breakthroughs.