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An upper estimate for the Clarke subdifferential of an infimal value function proved via the Mordukhovich subdifferential

机译:通过Mordukhovich次微分证明了一个极小值函数的Clarke次微分的较高估计

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摘要

The aim of this note is to give an alternative proof for a recent result due to Dorsch et al., which provides an upper estimate for the Clarke subdifferential of an infimal value function. We show the validity of this result under a weaker condition than the one assumed in the aforementioned paper, while the use of the Mordukhovich subdifferential, as an intermediate step, will considerably shorten its proof.
机译:本文的目的是为Dorsch等人的最新结果提供另一种证明,该证明为小数值函数的Clarke次微分提供了较高的估计。我们证明了在弱于上述论文假设的条件下该结果的有效性,而使用Mordukhovich次微分作为中间步骤将大大缩短其证明。

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