綫性和非綫性規劃（第3版） [Linear and Nonlinear Programming] epub pdf mobi txt 電子書下載 2024

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發表於2024-04-29

商品介绍

齣版社：世界圖書齣版公司

ISBN：9787510094736

版次：1

商品編碼：11715875

包裝：平裝

外文名稱：Linear and Nonlinear Programming

開本：24開

齣版時間：2015-07-01

用紙：膠版紙

頁數：546

正文語種：中文

綫性和非綫性規劃（第3版） [Linear and Nonlinear Programming] epub pdf mobi txt 電子書下載 2024

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編輯推薦

　　《綫性和非綫性規劃（第3版）》這部研究運籌學的經典教材，在原來版本的基本上做瞭大量的修訂補充，涵蓋瞭這個運算領域的大量的理論洞見，是各行各業分析學者和運籌學研究人員所必需的。書中將運籌問題的純分析特性和解決其的算術行為聯係起來，將新鮮的第一手運籌學方法包括其中。目次：導論；（綫性規劃）：綫性規劃的基本性質；單純型方法；對偶；內部點方法；運輸和網絡流問題；（無條件問題）解的基本特性和運算；基本下降方法；共軛方嚮法；擬牛頓法；原始方法；懲罰和柱式開采法；對偶和割平麵方法；原始對偶方法；附錄A：數學迴顧；凸集閤；高斯估計。

　　《綫性和非綫性規劃（第3版）》讀者對象：數學、特彆是運籌學專業的高年級本科生、研究生和工程人員。

內容簡介

　　This book is intended as a text covering the central concepts of practical optimization techniques. It is designed for either self-study by professionals or classroom work at the undergraduate or graduate level for students who have a technical background in engineering mathematics or science. Like the field of optimization itself which involves many classicaf disciplines the book should be useful to system analysts operations researchers numerical analysts management scientists and other specialists from the host ofdisciplines from which practicaloptimization appli- cations are drawn. The prerequisites for convenient use of the book are relatively modest; the prime requirement being some familiarity with introductory elements of linear algebra. Certain sections and developments do assume some knowledge of more advanced concepts of linear algebra such as eigenvector analysisk_or some background in sets of real numbers but the text is structured so that the mainstrean/ of the development can be faithfully pursued without reliance on trus more.advanced background material.

作者簡介

　　David G. Luenberger（D.G.呂恩博格，美國），是國際知名學者，在數學和物理學界享有盛譽。本書凝聚瞭作者多年科研和教學成果，適用於科研工作者、高校教師和研究生。

內頁插圖

Chapter l.Introdriction

PART I Linear Programming
Chapter 2.Basic Properties of Linear Programs
Chapter 3.The Simplex Method
Chapter 4.Dunlity
Chapter 5,Interior-Point Methods
Chapter 6. Transportation and Network Flow Problems

PART II Unconstrained Problems
Chapter 7.Basic Properhes of Solutions and Algorithms
Chapter 8.Basic Descent Methods
Chapter 9.Conjugate Direction Methods
Chapter 10.Quasi-Newton Methods

PART III Constrained Minimization
Chapter 11. Constrained Minimization Conditions
Chapter 12. Primal Methods
Appendix B. Convex Sets
Appendix C.Gaussian Elimination
Bibliography
Index