庫存狀況
「香港二樓書店」讓您 愛上二樓●愛上書
我的購物車 加入會員 會員中心 常見問題 首頁
「香港二樓書店」邁向第一華人書店
登入 客戶評價 whatsapp 常見問題 加入會員 會員專區 現貨書籍 現貨書籍 購物流程 運費計算 我的購物車 聯絡我們 返回首頁
香港二樓書店 > 今日好書推介
   
成為賈伯斯:天才巨星的挫敗與孕成
  • 定價217.00元
  • 8 折優惠:HK$173.6
  • 放入購物車
二樓書籍分類
 
Vectors, Matrices and Geometry

Vectors,

沒有庫存
訂購需時10-14天
9789622093607
K.T. Leung and S.N. Suen 
香港大學出版社
1994年1月01日
95.00  元
HK$ 85.5
省下 $9.5
 
二樓書卷使用細則 二樓書卷使用細則








[ 尚未分類 ]









This book is the last volume of a three-book series written for Sixth Form students and first-year undergraduates. It introduces the important concepts of finite-dimensional vector spaces through the careful study of Euclidean geometry. In turn, methods of linear algebra are then used in the study of coordinate transformations through which a complete classification of conic sections and quadric surfaces is obtained. The book concludes with a detailed treatment of linear equations in n variables in the language of vectors and matrices. Illustrative examples are included in the main text and numerous exercises are given in each section. The other books in the series are Fundamental Concepts of Mathematics (published 1988) and Polynomials and Equations (published 1992).

About the Authors
Kam-Tim Leung took his doctorate in mathematics in 1957 at the University of Zurich. During 1958-60, he taught at the Miami University and the University of Cincinnati. Since 1960 he has been a Senior Lecturer in Mathematics at The University of Hong Kong. His many publications include Elementary Set Theory, Linear Algebra and Geometry, Fundamental Concepts of Mathematics and Polynomials and Equations, all published by the Hong Kong University Press. He is also the main author of Basic Mathematics, a five-volume textbook for local secondary schools.

Suk-Nam Suen took his Bachelordegree in Arts in 1985 at The University of Hong Kong, where he later obtained the Cert. Ed. He has been teaching mathematics since 1986, and is now Head of Mathematics and the Career Master at Tsang Pik Shan Secondary School.








其 他 著 作
1. Polynomials and Equations