NCKU Curriculum Map
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ADVANCED ENGINEERING MATHEMATICS

This course attempts to provide several advance topics of mathematical theory from algebra to analysis based on the college course Engineering Mathematics. The topics of algebraic theory include vector space, group theory, linear algebra, group theory, tensor algebra, complex algebra, and Clifford algebra. The fields of analysis contain ordinary differential equations, vector calculus, tensor calculus, complex analysis, hypercomplex analysis, calculus of variation, and integral equations.

Course Goal
A. Cultivate professional research experts.
B. Cultivate cross-disciplinary integration, analysis and negotiation ability.
Course Principle Literacy and Competence
[Competence]
  • Professional knowledge in engineering field.
  • Plan and execute case study.
  • Creative thinking and independent problem-solving ability.
  • Courses of Recent Years
    Year/
    Semester
    Course
    Number
    Class
    Code
    Course Name
    (The name will link to the syllabus.)
    Credit Taught in English
    (Yes or No)
    Instructor
    0108/1 N968200 [ES8640]ADVANCED ENGINEERING MATHEMATICS 3.0 N
    0107/1 N968200 [ES8640]ADVANCED ENGINEERING MATHEMATICS 3.0 N Wu, Yu-Ting
    0106/1 N968200 [ES8640]ADVANCED ENGINEERING MATHEMATICS 3.0 N Wu, Yu-Ting
    0105/1 N968200 [ES8640]ADVANCED ENGINEERING MATHEMATICS 3.0 N Wu, Yu-Ting
    0104/1 N968200 [ES8640]ADVANCED ENGINEERING MATHEMATICS 3.0 Y Hwang, Chi-Chuan
    0103/1 N968200 [ES8640]ADVANCED ENGINEERING MATHEMATICS 3.0 Y Hwang, Chi-Chuan
    0098/2 N968200 [ES8640]ADVANCED ENGINEERING MATHEMATICS 3.0 N Wang, Yun-Che,Hwang, Chi-Chuan

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