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Optimization and nonsmooth analysis

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TLDR
The Calculus of Variations as discussed by the authors is a generalization of the calculus of variations, which is used in many aspects of analysis, such as generalized gradient descent and optimal control.
Abstract
1. Introduction and Preview 2. Generalized Gradients 3. Differential Inclusions 4. The Calculus of Variations 5. Optimal Control 6. Mathematical Programming 7. Topics in Analysis.

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Almost periodic dynamics of a class of delayed neural networks with discontinuous activations

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Optimal Control Applied to Competing Chemotherapeutic Cell-Kill Strategies

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Proceedings ArticleDOI

A Leader-based Containment Control Strategy for Multiple Unicycles

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