Elementary Linear Algebra with Supplemental Applications, 10/e (Paperback)
暫譯: 基礎線性代數與補充應用,第10版(平裝本)

Howard Anton, Chris Rorres

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Description
Pedagogy is key in this 10th edition of Elementary Linear Algebra with Supplemental Applications. Suitable for a first course for undergraduate students, this text presents the fundamentals of linear algebra with a precise and comprehensible approach.

Features
  • Calculus exercises are included throughout the text for students who have studied Calculus prior to taking this course.
  • Exercises that allow for use of MATLAB, Maple, or Mathematica are included for students who prefer to use these programs.
  • All problems in Chapter 10 include relevant applications of linear algebra.

    New elements presented in this edition:
  • More applications are included throughout the text.
  • A Concept Review is included at the end of each section for exam preparation.
  • Skills and True/False Exercises are listed in each chapter so students can assess their progress.
  • There is now more compact coverage of Euclidean vector spaces.
  • To highlight digital computing, Chapter 9 now focuses on numerical approaches.

    Table of Contents
    Chapter 1. Systems of Linear Equations and Matrices
    Chapter 2. Determinants
    Chapter 3. Euclidean Vector Spaces
    Chapter 4. General Vector Spaces
    Chapter 5. Eigenvalues and Eigenvectors
    Chapter 6. Inner Product Spaces
    Chapter 7. Diagonalization and Quadratic Forms
    Chapter 8. Linear Transformations
    Chapter 9. Numerical Methods
    Chapter 10. Applications of Linear Algebra
  • 商品描述(中文翻譯)

    描述
    教學法在《初等線性代數與補充應用》第十版中扮演關鍵角色。本書適合本科生的第一門課程,以精確且易於理解的方式介紹線性代數的基本概念。

    特色

  • 本書中包含微積分練習,適合在修習本課程之前已學習微積分的學生。

  • 為喜歡使用 MATLAB、Maple 或 Mathematica 的學生,書中包含相關的練習題。

  • 第十章的所有問題均包含線性代數的相關應用。

    本版新增元素:

  • 書中包含更多的應用案例。

  • 每個章節結尾都有概念回顧,以便考試準備。

  • 每章列出技能和是非題,讓學生可以評估自己的進度。

  • 對歐幾里得向量空間的內容進行了更為精簡的覆蓋。

  • 為了強調數位計算,第九章現在專注於數值方法。

    目錄
    第一章:線性方程組與矩陣
    第二章:行列式
    第三章:歐幾里得向量空間
    第四章:一般向量空間
    第五章:特徵值與特徵向量
    第六章:內積空間
    第七章:對角化與二次型
    第八章:線性變換
    第九章:數值方法
    第十章:線性代數的應用