Titlebook: Calculus Without Derivatives; Jean-Paul Penot Textbook 2013 Springer Science+Business Media New York 2013 Clarke subdifferential.Newton Me

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https://doi.org/10.1007/978-981-99-8073-4tzian functions, it is of simple use, a fact that explains its success. The general case requires a more sophisticated approach. We choose a geometrical route to it involving the concept of normal cone. It makes easy the proofs of calculus rules. In fact, in this theory, a complete primal–dual pictu

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Yoshitaka Mutoh,Yoshiki Kashimories. However, since a number of problems are set in functional spaces, one is led to examine what can be done in infinite-dimensional spaces. It appears that the situation may depend on the nature of the space. For that reason, we mainly limit the study of this chapter to the framework of Asplund spa

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Medial Axis for 3D Shape Representation in reducing the study to a convenient class of linear subspaces. Initially, Ioffe used the class of finite-dimensional subspaces of . [512, 513, 515, 516]; then he turned to the class of closed separable subspaces, which has some convenient permanence properties [527]. Since such an approach presen

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