Titlebook: Convex Analysis and Nonlinear Optimization; Theory and Examples Jonathan M. Borwein,Adrian S. Lewis Textbook 20001st edition Springer Scien

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Immunocytochemical Studies of the Retina,ariety of reasons, if the function . is not convex, the subdifferential ∂.(·) is not a particularly helpful idea. This makes it very tempting to look for definitions of the subdifferential for a nonconvex function. In this section we outline some examples; the most appropriate choice often depends on context.

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Nonsmooth Optimization,ariety of reasons, if the function . is not convex, the subdifferential ∂.(·) is not a particularly helpful idea. This makes it very tempting to look for definitions of the subdifferential for a nonconvex function. In this section we outline some examples; the most appropriate choice often depends on context.

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Postscript: Infinite Versus Finite Dimensions,omorphic to) Hilbert space if and only if every closed vector subspace is complemented in .. Especially with respect to best approximation properties, it is Hilbert space that best captures the properties of Euclidean space.

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