| 教學進度 |
| 課程名稱 | 高等數值分析 |
| 部別學制系科 | 日間部,碩士,機電工程系碩士班 |
| 學分時數 | 選修,學分 3.0,時數 3.0 |
| 分類 | 分類代號 L,分類名稱:專業選修 |

| 代號與教師 | 開課代號:DMTA096A106,任課教師:何世偉 |
| 相關網址 | |
| 評分準則 | 平時成績 30%,期中考評 30%,期末考評 40% (僅做參考) |
| 系統備註 | 「授課進度」... 等,教師已確認 |
| 週次 起訖日 |
校務摘要 | 課程進度 |
| 一 960909 960915 |
10日上午舊生註冊後第三節正式上課 10日進修部舊生註冊後第二節上課 |
Introduction (include the importance of copyright) |
| 二 960916 960922 |
Finding the roots : fixed point iteration; bisection; Newton's method | |
| 三 960923 960929 |
25日中秋節放假 28日教師節 |
Finding the roots : the secant method; hybrid method; roots of polynomials |
| 四 960930 961006 |
A review of linear algebra | |
| 五 961007 961013 |
第一次月考週 10日國慶日放假 |
Solving systems of equation : basic concepts; Gaussian elimination; |
| 六 961014 961020 |
Solving systems of equation : limitations on numerical solution to Ax = b; factorization method | |
| 七 961021 961027 |
Solving systems of equation :nonlinear systems of equation | |
| 八 961028 961103 |
Least-squares fitting of a curve to data : fitting data to a line; fitting data to linear combination of functions | |
| 九 961104 961110 |
5~9日期中考週 10日校慶 |
Least-squares fitting of a curve to data : fitting data to linear combination of functions; multivariate least square fitting |
| 十 961111 961117 |
12日校慶補假 | Midterm Exam |
| 十一 961118 961124 |
22日校務會議 | Interpolation : basic ideas; interpolating polynomials of arbitary degree |
| 十二 961125 961201 |
Interpolation : basic ideas; interpolating polynomials of arbitary degree | |
| 十三 961202 961208 |
Interpolation : piecewise polynomial interpolation; Matlab's build-in interpolation functions | |
| 十四 961209 961215 |
第二次月考週 | Numerical interration : basic ideas and nomenclature; Newton-Cotes rules; Gaussian quadrature |
| 十五 961216 961222 |
Numerical interration : adaptive quadrature; improper integrals and other complications | |
| 十六 961223 961229 |
25日行憲紀念日 | ODE Integration : basic ideas and nomenclature; Euler's method; higher order one-step methods |
| 十七 961230 970105 |
1日開國紀念日放假 | ODE Integration : adaptive stepsize algorithms; coupled ODEs; additioal topics |
| 十八 970106 970112 |
7~11日期末考週 | Final Exam |