一、課程說明(Course Desc<x>ription)
<br>藉由解說各種數值分析之基本原理與方法, 及程式語言
<br>之撰寫, 輔以充分之實作練習, 使同學掌握數值分析之訣竅,
<br>以利未來工作或研究之用。
<br>
<br>二、指定用書(Text Books)
<br>ti<x>tle: Numerical Analysis
<br>Authors: Burden and Faires
<br>This is the 9th Edition published by BROOKS/COLE 
<br> 
<br>三、參考書籍(References)
<br>1. W. H. Press, S. A. Teukolsky, W. T. Vetterling, and B. P. Flannery, 
<br>   "Numerical Recipes in C".
<br>2. R. H. Landau and M. J. P. Mejia, "Computational Physics". 
<br>3. J. F. Epperson, "An Introduction to Numerical Methods and Analysis". 
<br>4. F. Scheid, "Numerical Analysis" 
<br>5. B. Bradie, "A Friendly Introduction to Numerical Analysis". 
<br>6. S. C. Chapra, "Applied Numerical Methods with MATLAB for Engineers 
<br>   and Scientists".
<br>
<br>四、教學方式(Teaching Method)
<br>講授及實作
<br>
<br>五、教學進度(Syllabus)
<br>1. Round-off Errors
<br>2. Bisection Method, Fixed-Point Iteration, Newton's Method
<br>3. Interpolation
<br>4. Numerical Differentiation
<br>5. Numerical Integration
<br>6. Ordinary Differential Equations
<br>7. Solving Linear Systems 
<br>
<br>六、成績考核(Evaluation)
<br>實作, 作業, 期末考
<br>