Titlebook: Recent Progress in Inequalities; G. V. Milovanovi? (Faculty of Electronic Engineeri Book 1998 Springer Science+Business Media B.V. 1998 Bo

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Shapiro’s Inequalitygive a hint on the role of computer proofs; give the shortest route to the results; indicate the methods used in the shortest route; conjecture about the continued interest in the problem; and indicate where further work can be done.

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DEAF

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Inequalities for Norms of Intermediate Derivatives and Some Their Applicationseral schemes for obtaining inequalities and their generalisations are presented. Inequalities for derivatives of half-integer orders and their applications in approximation theory, as well as the inequalities of H?rmander type on the half-line, are also considered.

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Table of Inequalities in Eliiptic Boundary Value Problems. The selection reflects the authors personal taste and experience. Purely one dimensional results are omitted. No proofs are given. Frequently we refer to textbooks rather than original sources. General references are Pólya and Szeg? [73], Morrey [59], Giaquinta [33–34], Gilbarg and Trudinger [35],

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infatuation

Remarks on the Jackson and Whitney Constants estimation of the interpolation error. The Jackson theorem is derived here on the basis of the Tchebycheff alternation theorem. This approach leads to an algorithm for computation of the exact Jackson constant. In the second part we give a new representation of the remainder in the Lagrange interpo

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