線性代數, 9/e (Williams : Linear Algebra with Applications, 9/e)

Gareth Williams 著 劉霈 譯

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本書序言

本書為Linear Algebra with Applications, Ninth Edition 之中譯本,本書的定位為線性代數基礎課程之教科書,除了介紹線性代數基礎理論外,並引用多項實際案例說明理論之應用。本版以清楚、精確及完整而廣泛的內容,引領學生熟練線性代數理論,並知曉如何應用這些理論。

本書特色

1. 全新由淺入深的內容架構。
2. 兼具理論與實務的精彩應用,能引導並挑戰學生。
3. 精心說明並搭配圖例的範例,貫穿全書以凸顯核心概念。

作者簡介

作者簡介

Gareth Williams earned a B.S. and a Ph.D. in applied mathematics from the University of Wales, and did graduate work at Kings College University of London. He has taught mathematics at the University of Florida, the University of Denver, and Stetson University. He has been an exchange professor at the Paedagogische Hochschule, in Freiburg, Germany and has spent sabbaticals at the University of Wales. His mathematical interests include linear algebra, relativity, mathematical modeling, and the computer in mathematics education.
His publications include "Fine Topologies for Minkowski Space", Motions in Relativistic Space", "Mathematics in Archaeology", and books on Finite Mathematics, Calculus, and College Algebra. He is the co-developer (with Lisa Coulter) of the linear algebra software package, "The Linear Algebra Toolbox" for MATLAB. Dr. Williams is a member of The Mathematics Association of America

譯者簡介
劉霈

現職:逢甲大學運輸與物流學系教授
學歷:美國俄亥俄州立大學土木工程博士、碩士;國立中央大學土木工程學士
經歷 中華鋪面工程學會理事長、會士;逢甲大學運輸與物流學系主任;交通部臺灣區國道新建工程局副工程司

目錄大綱

第一篇 線性方程式、向量及矩陣
第1 章 線性方程式及向量
第2 章 矩陣與線性轉換
第3 章 行列式及特徵向量
第二篇 向量空間
第4 章 廣義向量空間
第5 章 座標表示
第6 章 內積空間