Linear Optimal Designs and Optimal Contingency Plans
用多准则多约束水平单纯形法，从机会集中选出最优设计子集并构建相应的最优应急计划，以应对外部参数变化，适用于不确定性下的决策问题。
In optimal design problems we try to select a subset from the opportunity set for commitment for a period of time. As the external parameters can vary with time, optimal contingency plans must be constructed to cope with the external conditions. We describe the formulation and methods for locating potentially good designs and their corresponding optimal contingency plans using a multiple-criteria and multiple-constraint level (MC 2 ) simplex method to solve the optimal design problems which have been shown to become amenable to the techniques of decision making under uncertainty.