Class Handouts for Math 618, Theory of Functions of a Complex Variable II, Spring 2004

• First-day handout with general course information (January 21)
• Exercise on the definition of infinite products (January 21)
• Exercise on the Weierstrass and Mittag-Leffler theorems (January 30)
• Exercise on Jensen's formula (February 2)
• Exercise on Runge's theorem (February 13)
• Exercise on Swiss cheese (February 20)
• Exercise on univalent functions (February 23)
• Exercise on the modular group (March 5)
• Exercise on Picard's theorems (March 8)
• Exercise on simple connectivity (March 24)
• Exercise on the Weierstrass ℘ function (April 16)
• Exercises on Hadamard's three-circles theorem and on Phragmén-Lindelöf theory (April 23)
• Lecture notes on the proof of Montel's theorem (May 4)
• Final examination (May 10)