Multiobjective programming and planning 多目标规划 epub 下载 pdf 网盘 2025 mobi 在线 免费

This broad view of multiobjective programming，a specialty of opera-tions research，emphasizes the methods most usefuI for continuous problems．It reviews multiobjective programming methods in the context of public decision—making problems，developing each prob-lem within a context that addresses practical aspects of planning jsslles．

Topics include a review 0flinear programming．the formulation 0f the general muItiobjective programming problem，classification 0f multi．objective programming methods．techniques for generating noninfe，rior solutions，and solution techniques that incorporate preferences．0ther subjects range from multiple--decision—．making methods and multiobjective analysis of water resource problems to muItjobiective analysis 0f facility location problems and a summary and prospects for future development．

Designed as both a reference and a textbook，this graduate-level v01．ume is accessible to readers without an extensive mathematical back—ground；asterisks indicate mathematically advanced sections，which may be skipped．

PreJace to theDoverEdition

Preface

Acknowledgments

CHAPTER 1 Introduction

1.1 Value of Multiobjective Approaches

1.2 Examples of Multiobjective Problems

1.3 Histot‘ical Perspectives and Scope of the Book

1.4 Plan for the Remainder ofthe Book

CHAPTER 2 The Multiobjective Planning Problem

2.1 Muhiobjective Programming and Planning

2.2 A Planning Methodology

2 3 The Identification and Measurement of O~ectives

CHAPTER 3 Review of Linear Programming

3.1 Mathematical Programming Definitions

3 2 The Assumptions of Linear Programming

3.3 A Sample Problem

3.4 The General Activity Analysis Problem

3.5 Graphical Solution of Linear Programming Problems

3.6 Mathematical Characterization of Extreme Points

3.7 Computational Procedures for Solving Linear Programming Problems

3.8 The Simplex Method

3.9 Duality，Sensitivity Analysis，and Parametric Programming

3.10 The Kuhn—Tucker Conditions

CHAPTER 4 Formulation of the General Muitiobjective Programming Problem

4 1 Formulation of the Problem

4.2 Noninferiority

4.3 Terminology for Multiobjective Programming

4.4 Mathematical Restatement of Noninferiority

4.5 Kuhn—Tucker Conditions for Noninferior Solutions

CHAPTER 5 Classification of Multiobjective Programming Methods

5.1 A Categorization of Techniques

5.2 A View of Public Decision Making

5.3 The Applicability of Solution Methods to Public Decision’Making Problems

5.4 Computational Requirements

5.5 Evaluating the Methods

CHAPTER 6 Techniques for Generating Noninferior Solutions

6.1 The Weighting Method

6.2 The Constraint Method

6 3 The Noninferior Set Estimation(NISE)Method

6.4 Multiobjective Simplex Method

6 5 Complicating Issues for the Use of Generating Techniques

CHAPTER 7 Solution Techniques That Incorporate Preferences

7.1 Multiattribute Utility Functions

7 2 Prior Assessments of Weights

7.3 Methods Based on Geometrical Definitions of Best

7.4 The Surrogate Worth Tradeoff Method

7.5 lterative Techniques

CHAPTER 8 Multiple.Decision-Maker Methods

8.1 Aggregation of Individual Preferences

8.2 COunseling an Individual Decision Maker：In Search of the Public Interest

8.3 Predicting Political Outcomes

CHAPTER 9 Multiobjective Analy of Water Resource Problems

CHAPTER 10 Multiobjective Analysis of Facility Location Problems

CHAPTER 11 Summary and Prospects for Future Development

References

Index

暂无相关内容，正在全力查找中

暂无出版社相关信息，正在全力查找中！

暂无相关书籍摘录，正在全力查找中！

在线阅读地址：Multiobjective programming and planning 多目标规划在线阅读

在线听书地址：Multiobjective programming and planning 多目标规划在线收听

在线购买地址：Multiobjective programming and planning 多目标规划在线购买

暂无原文赏析，正在全力查找中！

书籍介绍

This text takes a broad view of multiobjective programming, emphasizing the methods most useful for continuous problems. It reviews multiobjective programming methods in the context of public decision-making problems. Topics include a review of linear programming, the formulation of the general multiobjective programming problem, much more. 1978 edition.