The problem of uniqueness for meromorphic functions concerning differential polynomials sharing two values with some finite weighted was studied using the idea of weight-sharing value.
应用权分担值的思想，讨论了涉及亚纯函数及其导数具有两个公共值的惟一性问题。
Then by the introduction of the set of admissible weight functions the two minimum principles for the original place time domain are derived.
该方法采用完全基于能量平衡的精确模型来构成真实目标函数，并且运用最优控制理论中的最小值原理进行求解。
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