Course Goals	to develop probabilistic reasoning and problem-solving approaches to provide a rigorous mathematical basis for probability theory to examine several important results in the theory of probability
Required background	Elementary real analysis (110.405), introduction to probability (550.420)
Instructor	Prof. Jim Fill, 306-F Whitehead Hall, (410) 516-7219,   <jimfill@jhu.edu>
Office hours	M 4:20-5:10 and W 3:30-4:20, or by appointment
Teaching Assistant	Patrick Bindjeme, 211E Whitehead Hall; office hours F 3:00-4:50 in 212 Whitehead Hall;   <bindjeme@ams.jhu.edu>
Textbooks	P. Billingsley. Probability and Measure, 3rd edition. New York: John Wiley & Sons, 1995. K. L. Chung. A Course in Probability Theory, 3rd edition. New York: Academic Press, 2001.
Classes, conference session	Lectures will be held M 2:30-4:15 and W 2:30-3:20 in 304 Whitehead Hall; required conference session: F 2:00 in 304 Whitehead Hall
Grades	Breakdown: homework 50%, takehome final exam 50%
Homework	Homework assigned Monday is due the following Monday. Homework assigned Wednesday is due one week after the following Monday. Exceptions will be noted in class. You may seek the advice of your peers on homework matters, but you must work through and write up the assignments entirely on your own, after destroying any written record of your discussions. If you have collaborated in any fashion, you must explain fully in writing. YOU MAY NOT IN ANY WAY ACCESS SOLUTIONS DISTRIBUTED IN ANY OTHER GRADUATE-LEVEL PROBABILITY COURSE! Your solutions must be written legibly and intelligibly in clear English. Use complete sentences, and organize your thoughts for maximum readability by the TA. Absolutely no late papers will be accepted.
Course related materials	access restricted to the following domains: .jhu.edu, .jhsph.edu, and .jhuapl.edu