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Course Detail

Degree
Bachelor
Standard Academic Year
2
Course delivery methods
face-to-face
Subject
Physical sciences, Mathematical sciences, Engineering & technology
Program
School
School of Science and Engineering
Department
Bachelor's Program in Interdisciplinary Engineering
Campus
Tsukuba Campus
Classroom
3A408
Course Offering Year
2023-2024
Course Offering Month
October - February
Weekday and Period
Tue1,2
Capacity
Credits
3.0
Language
English
Course Number
FJ10001

Complex Analysis University of Tsukuba

Course Overview

This course introduces theories for functions of a complex variable. Students will acquire skill to use complex derivatives function, to have knowledge about integration in the complex plane, use of Cauchy integral theorem, power series, to evaluate complicated real integrals via residue calculus, etc.

Learning Achievement

This course introduces theories for functions of a complex variable. Students will acquire skill to use complex derivatives function, to have knowledge about integration in the complex plane, use of Cauchy integral theorem, power series, to evaluate complicated real integrals via residue calculus etc.

Competence

Related to 1. Mathematical logic and calculation skills.

Course prerequisites

Students should have completed at least Calculus I and Calculus II.

Grading Philosophy

Class Quiz+ Homework 60%
Final Exam 40%

Course schedule


Complex Numbers and Complex Planes
Functions of Complex Variables, Differentiation
Elementary Functions
Integrals
Cauthy Integral Formula
Series
Cauthy's Residue Thorem and Poles
Mapping by Elementary Functions
The Schwarz-Christoffel Transformation
Multivalued Function

Course type

Lectures

Online Course Requirement

Instructor

TRAORE ABOULAYE

Other information

Site for Inquiry


Link to the syllabus provided by the university