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中文摘要：
对资源管理决策问题，研究了技术系数对最优解向量的影响，给出并证明了保持最优解向量不变的充分必要条件——（ZK）条件；讨论了对价值系数和右端项的灵敏度问题；分别得到了保持最优决策方案不变的充分必要条件，给出了各系数的变化范围．使用基于Mathematica软件的Source-Manage应用程序和LinDo软件，对一个5×10规模的资源管理决策模型的价值系数和右端项进行了灵敏度分析，分别给出了计算步骤．
英文摘要：
For source management, the influence of techno-coefficient of mathematics model of source management on optimization solve vector was studied, and the sufficient and necessary condition of invariable optimization solve vector was found and proved, which was （ZK） condition. And then sensitivity analysis for value coefficient and right-constant of mathematics model of source management was discussed, and the sufficient and necessary condition of invariability of optimization project was put forward respectively, the range of various coefficients was gained. In practice, using Source-Manage application based on Mathematica software and LinDo software, sensitivity analysis was done to value coefficient and right-constant of a management of source model of 5- 10 scale, and computing step was written out respectively.
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