微積分丙(二)

介紹微積分的基本原理與應用

微積分丙(ㄧ)

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期中考兩次各20% 期末考: 30% 小考與平時成績: 30%

• Integration techniques and Computational Method

  7.1 Substitution rule 7.2 Integration by parts 7.3 Rational functions and partial fractions 7.4 Improper integrals 7.5 numerical integration 7.6 Taylor Approximation 7.7 Table of integrals

  講授：

  10

• Differential Equations

  8.1 Solving differential equations 8.2 Equilibria and their stability 8.3 System of autonomous equations

  講授：

  6

• Linear Algebra and analytic geometry

  9.1 Linear system 9.2 Matrices 9.3 Linear maps, eigenvalues and eigenvectors 9.4 Analytic geometry

  講授：

  10

• Multivariable Calculus

  10.1 Functions of two or more independent variables 10.2 Limits and continuity 10.3 Partial derivatives 10.4 Tangent planes, differentiability and linearization 10.5 More about derivatives 10.6 Applications 10.7 System of difference equations

  講授：

  12

• System of Differential equations

  11.1 Linear systems: theory 11.2 Linear systems: applications 11.3 Nonlinear autonomous systems: theory 11.4 Nonlinear autonomous systems: applications

  講授：

  10

Calculus for Biology and Medicine, Claudia Neuhauser, third edt.

地點

科一館241室

時間

週二下午 3:00-5:00

聯絡方式

E-mail: ctw@math.nctu.edu.tw