Titlebook: Convex Functions and Their Applications; A Contemporary Appro Constantin P. Niculescu,Lars-Erik Persson Textbook 20182nd edition Springer I

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Verfahren vor dem FG und dem BFH nach RVG,economics, and geometric inequalities related to isoperimetric problems. This chapter is devoted to a succinct presentation of their theory in the context of . normed linear spaces, but most of the illustrations will refer to the Euclidean space . the matrix space . of all .-dimensional real matrice

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https://doi.org/10.37307/b.978-3-503-21281-1approach of many concrete problems. The diet problem, the transportation problem, and the optimal assignment problem are among the many problems that during the Second World War and immediately after led L. Kantorovich, T. C. Koopmans, F. L. Hitchcock, and G. B. Danzig to develop the mathematical th

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Sofortiger Vollzug und Bekanntmachungulescu (Math Inequal Appl 5(3):479–489, 2002, [356]), Niculescu (Math Inequal Appl 5(4):619–623, 2002, [357]) (during the conference . 2001, in Timi?oara), this connection led him to a partial extension of the majorization theory beyond the classical case of probability measures, using the so-called

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Convex Sets in Real Linear Spaces,t of convexity in real linear spaces. For reader’s convenience, all results concerning the separation of convex sets in Banach spaces are stated in Section . with proofs covering only the particular (but important) case of Euclidean spaces. Full details in the general case are to be found in Appendix ..

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Convexity in Spaces of Matrices, The first one is devoted to the convex spectral functions, that is, to the convex functions . whose values .(.) depend only on the spectrum of .. The main result concerns their description as superpositions . between convex functions . invariant under permutations, and the eigenvalues map ..

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