including assignments, solutions and informations on examinations.
This course will cover topics on holomorphic functions of one variable. We will begin with holomorphic functions, their properties as mappings, their study via line integrals, their zeros, poles, singularities, residues and their applications.
Meeting Time: TuTh, 2:15-3:30PM,
And Location: Main Quad 380-380D,
Text Book: Function Theory of One Complex Variable, 3rd edition, by R.Greene and S.Krantz.
Office Hours: Mon 3-4, TuTh 3:45-4:00, Wed. 1-2; and by appointment
Office: 380-383Y, Phone: 723-4508
E-mail: jli "at" math.stanford.edu
Luis Diogo, office 381A, email ldiogo at math.stanford.edu
Office hours:
M: 11-12; Tu. 3:45-5:15 and Wed. 11-12:30
Course Works
Besides attending lectures and studying the subject before and after lectures, each student is required to completeWeekly Assignment. There will be weekly problem solving assignments, due on the Wednesday the following week. The solutions must be turned in either at the end of Tuesday class or delivered to my office before 5pm Wednesday, not leave it in my mailbox. I also accept email submission of Latex generated pdf files. No scanned pdf submission. Late assignment will not be accepted unless granted in advance.
Examinations. We will have a one and half hours midterm and a three-hour in class final. They are scheduled at
- Midterm: Tuesday, 2:15-3:45
- Final Exam: Thursday March 20, 7:00-10:00PM
In case you have a scheduling conflict with the midterm, you may request to take it at an alternative time. If you do, please contact me one week ahead of the scheduled exam. Failing to do so may result in no credit to the affected exam.
Course Grade
The course grade will be assigned based on the rule:
weekly problem sets: 20%; midterm 30%; final 50%.Grievence: Please contact me directly in case of any question concerning the grading of assignments, exams, and/or final. No reviewing of assignments and midterms will be granted after the final exam.