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MATH2230 Complex Variables with Applications

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Course Reviews on MATH2230 Complex Variables with Applications

Shared by Anonymous

2018-08-25

Professor: Prof. YU Yong


Course Description
Complex variables and applications. Cauchy-Riemann, Reflection Principle. Cauchy-Goursat, Cauchy Integration formula, Maximum Modulus Principle, Liouvill's Thm, Taylor and Laurant series, Residues, integration and so on.
Assessment
10% Homework

20% Midterm 1

20% Midterm 2

50% Final
Grading
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Shared by Anonymous

2018-08-25

Professor: Prof. AU Kwok Keung Thomas


Course Description
This course gives an introduction to complex functions and their properties on differentiability and integrability. Topics include: complex numbers; limits, continuity and derivatives, Cauchy-Riemann equations, analytic functions; elementary functions; mapping by elementary functions; Contours integrals, Cauchy-Goursat theorem, Cauchy integral formula, Morera’s theorem, maximum moduli of functions, the fundamental theorem of algebra; Taylor series and Laurent’s series; residues and poles, evaluation of infinite real integrals.

Assessment
20% Quiz 1

20% Quiz 2

10% Tutorial

50% Final Exam
Grading
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Teaching Skills & Others
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Shared by Anonymous

2018-08-25

Professor: Prof. Thomas Au


Course Description
This is course really helpful on studying complex system.
Assessment
Tutorial credits 10%

Test 1 20%

Test 2 20%

Final Examination 50%
Grading
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Teaching Skills & Others
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Shared by Anonymous

2018-08-25

Professor: YuYong


Course Description
Basic knowledge on complex analysis
Assessment
50%final 30%midterm 20%quizes
Grading
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Shared by Anonymous

2018-08-25

Professor: Prof. AU Kwok Keung Thomas


Course Description
theorems of complex functions
Assessment
40% mid term

10% tutorial

50% final
Grading
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Teaching Skills & Others
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