Convex Analysis and Monotone Operator Theory in Hilbert Spaces (English)
- New search for: Bauschke, Heinz H.
- New search for: Combettes, Patrick L.
- New search for: Bauschke, Heinz H.
- New search for: Combettes, Patrick L.
2011
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ISBN:
- Book / Electronic Resource
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Title:Convex Analysis and Monotone Operator Theory in Hilbert Spaces
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Contributors:Bauschke, Heinz H. ( author ) / Combettes, Patrick L. ( author )
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Published in:
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Publisher:
- New search for: Springer Science+Business Media, LLC
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Place of publication:New York, NY
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Publication date:2011
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Size:Online-Ressource
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Remarks:v.: digital
Campusweiter Zugriff (Universität Hannover). - Vervielfältigungen (z.B. Kopien, Downloads) sind nur von einzelnen Kapiteln oder Seiten und nur zum eigenen wissenschaftlichen Gebrauch erlaubt. Keine Weitergabe an Dritte. Kein systematisches Downloaden durch Robots.
Includes bibliographical references and index -
ISBN:
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DOI:
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Type of media:Book
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Type of material:Electronic Resource
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Language:English
- New search for: 515.733
- Further information on Dewey Decimal Classification
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Keywords:
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Table of contents eBook
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
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BackgroundBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
- 2
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Hilbert SpacesBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
- 3
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Convex SetsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Convexity and NonexpansivenessBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Fejér Monotonicity and Fixed Point IterationsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Convex Cones and Generalized InteriorsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
- 7
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Support Functions and Polar SetsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Convex FunctionsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Lower Semicontinuous Convex FunctionsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Convex Functions: VariantsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Convex Variational ProblemsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Infimal ConvolutionBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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ConjugationBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Further Conjugation ResultsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Fenchel–Rockafellar DualityBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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SubdifferentiabilityBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Differentiability of Convex FunctionsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Further Differentiability ResultsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
- 19
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Duality in Convex OptimizationBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Monotone OperatorsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Finer Properties of Monotone OperatorsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Stronger Notions of MonotonicityBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Resolvents of Monotone OperatorsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Sums of Monotone OperatorsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Zeros of Sums of Monotone OperatorsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Fermat’s Rule in Convex OptimizationBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Proximal MinimizationBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Projection OperatorsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011
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Best Approximation AlgorithmsBauschke, Heinz H. / Combettes, Patrick L. et al. | 2011