This paper studies the numerical problem of the saddle point strategy for linear quadratic differential game in generalized state systems.

研究广义状态系统中线性二次型微分对策鞍点策略的数值求解问题。

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The ternary coupling problem about saturation intensity, non-output wasting and small signal gain in measured data was translated into a dualistic numerical problem.

将测量结果中存在的饱和光强、非输出损耗和小信号增益的三元拟合问题转化为二元数值问题。

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To be clear, the problem is not with numerical and statistical methods, it is with their blind application in the absence of reason.

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