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Fixed Point Theory and Applications - Jong Kyu Kim

Fixed Point Theory and Applications

By: Jong Kyu Kim (Editor), Yeol Je Cho (Editor), Shin Min Kang (Editor)

Hardcover | 1 December 2002

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Contents include: Homotopy Type Results for Non-linear Contractions on Spaces with Two Metrics; A Quadrate Rule for the Finite Hilbert Transformation Via Midpoint Type Inequalities; Extremality and Convergence in Orlicz Space; Ishikawa Iterative Processes with Errors for Non-linear Strongly Accretive Operator Equations; Iterative Schemes for Approximating Solutions of Relations Involving Accretive Operators in Banach Spaces; Compactification and Fixed Point Properties; Some Recent Results on Quadratic Programs and Affine Variational Inequality Problems Under Linear Perturbations; Convergence Theorems an Stability of the Ishikawa Iteration Procedures with Errors for Strong Pseudocontractions and Non-linear Equations Involving Accretive Operators; Fixed Point Theorems for k-Lipschitzian and Firmly k-Lipschitzian 2-Rotative Maps; Basic Theorems on Multimaps of the KKM, Browder and Kakutani Types; Comments on Some Iteration Processes with Errors; A New System of Generalised Non-linear Mixed inclusions in Hilbert Spaces; On a Problem of B. Ricceri on Variational Inequalities.

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