Convergence Theory of Feasible Direction Methods

內容簡介

This volume is a monograph. It covers various aspects of convergence theory about feasible direction methods in nonlinear programming. Many basic results included here have not been contained by other books. It provides a useful state-of-art review of activity in these field.

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Contents
Chapter 1．Introduction and Preliminaries
Chapter 2．Slope Lemmas
Chapter 4．Combining with Variable Metric Methods
Chapter 5．ε-Active Set Strategy
Chapter 6．Reduced Gradient Methods
Chapter 7．Point-to-Set Mapping
Chapter 8．On Other Topics
References

3.2．Choice of Parameter

3.3．Global Convergence

3.4．Rate of Convergence

3.5．Kantorovich Inequality

3.6．Degeneracy

Convergence Theory of Feasible Direction Methods

基本介紹

內容簡介

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