KOW Pu Zhao (邱普照)

General Information

• Begins ~ ends: September 9, 2024 ~ January 10, 2025
• Instructor: Pu-Zhao Kow
• Email: pzkow [at] g.nccu.edu.tw
• Office hour: Wednesday (12:10 ~ 13:00)
• Teaching Language: Chinese and English
• Lecture Note: Pu-Zhao Kow, Complex analysis. Note: The lecture note may update during the course.
• TA class: Friday (11:10 ~ 12:00)

References

• J. Bak and D. Newman, Complex Analysis, Undergraduate Texts in Mathematics, Springer, New York, third edition, 2010. MR2675489, Zbl:1205.30001, doi:10.1007/978-1-4419-7288-0
• E. Freitag and R. Busam, Complex Analysis, Universitext, Springer-Vergag, Berlin, second edition, 2009. MR2513384, Zbl:1167.30001, doi:10.1007/978-3-540-93983-2

Prerequisite

• Calculus

Homeworks

• Homework 1: Return to TA by September 27, 2024 (Friday) 12:00
• Homework 2: Return to TA by October 11, 2024 (Friday) 12:00
• Homework 3: Return to TA by October 18, 2024 (Friday) 12:00
• Homework 4: Return to TA by October 25, 2024 (Friday) 12:00
• Homework 5: Return to TA by November 1, 2024 (Friday) 12:00
• Homework 6: Return to TA by November 8, 2024 (Friday) 12:00

Schedule

• The lectures are on Wednesday (10:10-12:00) and Friday (10:10-11:00) at 志希070221.
• The TA class is on Friday (11:10-12:00) at 志希070221.

Time	Room	Activities
11.09.2023 10:10-12:00	志希070221	Week 1 - Lecture (Wednesday): Definition of complex plane and its topological aspects
13.09.2023 10:10-11:00	志希070221	Week 1 - Lecture (Friday): Topological aspects of complex plane
18.09.2023 10:10-12:00	志希070221	Week 2 - No class
20.09.2023 10:10-11:00	志希070221	Week 2 - No class
25.09.2023 10:10-12:00	志希070221	Week 3 - Lecture (Wednesday): Topological aspects of complex plane
27.09.2023 10:10-11:00	志希070221	Week 3 - Lecture (Friday): Topological aspects of complex plane [Return Homework 1 to TA by September 27, 2024 (Friday) 12:00]
2.10.2023 10:10-12:00	志希070221	Week 4 - No class due to Typhoon Krathon
4.09.2023 10:10-11:00	志希070221	Week 4 - Lecture (Friday): Complex derivative and Cauchy-Riemann equation
9.10.2023 10:10-12:00	志希070221	Week 5 - Lecture (Wednesday): Power series
11.10.2023 10:10-11:00	志希070221	Week 5 - Lecture (Friday): Power series [Return Homework 2 to TA by October 11, 2024 (Friday) 12:00]
16.10.2023 10:10-12:00	志希070221	Week 6 - Lecture (Wednesday): Fundamental theorem of line integral
18.10.2023 10:10-11:00	志希070221	Week 6 - Lecture (Friday): Cauchy closed curve theorem in rectangle [Return Homework 3 to TA by October 18, 2024 (Friday) 12:00]
23.10.2023 10:10-12:00	志希070221	Week 7 - Lecture (Wednesday): Cauchy closed curve theorem in simply connected domains
25.10.2023 10:10-11:00	志希070221	Week 7 - Lecture (Friday) [Return Homework 4 to TA by October 25, 2024 (Friday) 12:00]
30.10.2023 10:10-12:00	志希070221	Week 8 - Lecture (Wednesday)
1.11.2023 10:10-11:00	志希070221	Week 8 - Lecture (Friday) [Return Homework 5 to TA by November 1, 2024 (Friday) 12:00]
6.11.2023 10:10-12:00	志希070221	Week 9 - Lecture (Wednesday)
8.11.2023 10:10-11:00	志希070221	Week 9 - Lecture (Friday) [Return Homework 6 to TA by November 8, 2024 (Friday) 12:00]
13.11.2023 10:10-12:00	志希070221	Week 10 - Lecture (Wednesday)
15.11.2023 10:10-11:00	志希070221	Week 10 - Lecture (Friday)
20.11.2023 10:10-12:00	志希070221	Week 11 - Midterm exam (Wednesday): Remember to bring your ID
22.11.2023 10:10-11:00	志希070221	Week 11 - Lecture (Friday)

Completion

• The course can be taken for credit by attending the lectures, returning written solutions (60%) and taking taking midterm and final exams (each 20%).