Computer Architecture 計算機組織 成大資訊系 蘇銓清 Fall 2006

Syllabus Instructor – 蘇銓清 Prof. Chuan-Ching Sue Tel : (06) 275-7575 ext 62543 Fax : (06) 2747076 Email :suecc@mail.ncku.edu.tw Web Site : http://140.116.247.229/

Syllabus Textbook References Dennis G. Zill and Michael R. Cullen. Advanced engineering mathematics, Jones & Bartlett Pub, 2nd edition, 2001. References Peter V. O'Neil Advanced engineering mathematics, PWS-Kent Publishing Co., 5th edition, 1995.

系教育目標 教育目標1：奠定學生具備堅實之基礎專業素養及終身學習之能力 教育目標2：教育學生運用數學、科學及工程知識來解決資訊工程及應用之問題 教育目標3：教育學生在團隊工作及有效溝通之能力

本課程核心能力 1.1基礎數學及演算理論之基本能力 1.2系統分析及規劃之能力 1.3理論推導及實驗數據歸納之能力 1.4瞭解自我學習之方向及重要性 1.5終身學習之能力 2.1分析及設計資訊系統之能力 2.5發掘、分析及解決問題之能力

Grading 期中考 20% 期末考 30% 作業 30% 上課表現 10% 課堂出席 10%

Class Objectives 介紹工程介紹、設計問題上，較常使用的一些數學方法。 探討一些工程問題的數學模式與解法外，透過實例介紹這些模式的函數關係式，與其幾何、物理、經濟或其他實際意義。 讓同學了解描述各類變量關係的一些工具或分析變量關係的一些方法。

Course Outline Definitions and Terminology & Initial-Value Problem Differential Equations as Mathematical Models & Solution Curves Without the Solution Separable Variables & Linear Equations & Exact Equations Solutions by Substitutions & A Numerical Solution Linear Models & Nonlinear Models & Systems: Linear and Nonlinear models Preliminary Theory: Linear Equations Reduction of Order & Homogeneous Linear Equations with Constant Undetermined Coefficients & Variation of Parameters & Cauchy-Euler Equations & Nonlinear Equations Definition of the Laplace Transform & The Inverse Transform and Transform of Derivatives Translation Theorems & Additional Operational Properties Dirac Delta Function & Solving Systems of Linear Equations Homogeneous Linear Systems & Solution by Diagonalization Nonhomogeneous Linear Systems & Matrix Exponential

教學改善 老師的office hour為星期五下午3:00至4:00 期中學生問卷 期末學生問卷

Cheating -Plagiarism What is cheating? Penalty? Studying together in groups is encouraged BUT, submitted work must be your own Common examples of cheating: find homework solution on Web; ask to borrow solution ``just to take a look''; copy solution from classmate and modify so it looks different. Penalty? Zero on assignment (1st time) 2nd time? Fin course, suspension, or expulsion are possible outcomes

Excused Absences: defined by the University; consult the Student's Handbook. Usually a condition that objectively impacts the capacity of the student to perform assignments.􀂄such as, a DOCUMENTED medical reason. Forgot to turn in homework / Dog ate computer Homework not accepted once grading has begun NO LATE HW unless a University sanctioned excuse is provided.