
As an Amazon Associate and affiliate partner, Menrva Books earns from qualifying purchases. Learn more
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.
This collection of papers explores advanced topics in fixed point theory and its applications within various mathematical fields. The book presents research contributions from leading mathematicians, focusing on the theoretical underpinnings and practical applications of fixed point theorems. It covers areas such as non-linear contractions, iterative processes in Banach and Hilbert spaces, variational inequalities, and multimaps, providing a comprehensive overview of current research trends.
This volume is a collection of research papers presented at a conference or compiled by the editor, focusing on specialized areas within mathematical analysis. The content suggests a highly technical and theoretical approach, likely appealing to researchers and advanced graduate students in fixed point theory, functional analysis, and related fields. The breadth of topics indicates a comprehensive survey of recent developments and open problems within these mathematical disciplines.
Page Count:
225
Publication Date:
2004-01-01
Publisher:
Nova Publishers
ISBN-10:
1590338901
ISBN-13:
9781590338902
No comments yet. Be the first to share your thoughts!