This text introduces students of mathematics, science, and technology to the methods of applied functional analysis and applied convexity. Topics include iterations and fixed points, metric spaces, nonlinear programming, applications to integral equations, and more. 1967 edition.
This text introduces students of mathematics, science, and technology to the methods of applied functional analysis and applied convexity. Topics include iterations and fixed points, metric spaces, nonlinear programming, applications to integral equations, and more. 1967 edition.
Preface I. Roots and Extremal Problems A. Iterations and Fixed Points B. Metric Spaces C. Miscellany D. Gradient Techniques II. Constraints A. Nonlinear Programming B. Polyhedral Convex Programming C. Infinite Convex Programming III. Infinite Dimensional Problems A. Linear Spaces and Convex Sets B. Miscellany C. Roots and Extremals D. Applications to Integral Equations E. An Application to Control Theory Notes and Bibliographic Material Index
Preface I. Roots and Extremal Problems A. Iterations and Fixed Points B. Metric Spaces C. Miscellany D. Gradient Techniques II. Constraints A. Nonlinear Programming B. Polyhedral Convex Programming C. Infinite Convex Programming III. Infinite Dimensional Problems A. Linear Spaces and Convex Sets B. Miscellany C. Roots and Extremals D. Applications to Integral Equations E. An Application to Control Theory Notes and Bibliographic Material Index
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