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A new method of trusted optimum measurement based on non-optimum analysis

机译:基于非最优分析的可信最优度量新方法

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According to the previous practice of optimization, kind of method has been developed to approach the optimum from non-optimum. It is considered that the non-optimum system does not exclude the targets and the results of optimum in practice. The formation of non-optimum serves as the basis for existence of optimum in uncertainty. Besides, the various characteristics and functions of the trusted optimum system can be measured from the maximum sub-optimum. By summing the practice, this paper has also come at maximum sub-optimum principle, established the conception of trusted optimum thresholds and put forward three theorems about trusted optimum parameters. Based on trusted optimum analysis, it puts out the new approach of system optimization. Meanwhile, it discusses about the general framework of trusted optimum.
机译:根据以前的优化实践,已经开发出一种方法来从非最优中逼近最优。认为非最佳系统在实践中并未排除目标和最佳结果。非最优的形成是存在不确定性最优的基础。此外,可以从最大次优值来衡量可信赖的最优系统的各种特性和功能。通过总结实践,本文还提出了最大次最优原理,建立了可信最优阈值的概念,提出了关于可信最优参数的三个定理。在可信赖的最优分析的基础上,提出了系统优化的新方法。同时,讨论了可信最优的一般框架。

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