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Inequalities Involving Functions and Their Integrals and Derivatives
von Dragoslav S. Mitrinovic, J. Pecaric und A.M FinkInhaltsverzeichnis
- I. Landau-Kolmogorov and related inequalities.
- II. An inequality ascribed to Wirtinger and related results.
- III. Opial’s inequality.
- IV. Hardy’s, Carleman’s and related inequalities.
- V. Hilbert’s and related inequalities.
- VI. Inequalities of Lyapunov and of De la Vallée Poussin.
- VII. Zmorovi?’s and related inequalities.
- VIII. Carlson’s and related inequalities.
- IX. Inequalities involving kernels.
- X. Convolution, rearrangement and related inequalities.
- XI. Inequalities of Caplygin type.
- XII. Inequalities of Gronwall type of a single variable.
- XIII. Gronwall inequalities in higher dimension.
- XIV. Gronwall inequalities on other spaces: discrete, functional and abstract.
- XV. Integral inequalities involving functions with bounded derivatives.
- XVI. Inequalities of Bernstein-Mordell type.
- XVII. Methods of proofs for integral inequalities.
- XVIII. Particular inequalities.
- Name Index.