The University of Utah |
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Course | Ordinarily, this is a first-year Ph.D. course in mathematical probability. However, depending on the makeup of this particular group, I might offer a more leisurely version this year. Topics: Elementary probability (possibly covered); measure and integration; independence and the law of large numbers; weak convergence and the central limit theorem; martingales; Brownian motion; and stochastic calculus (time-permitting). | |||||
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Grading | Weekly assignments (50% total) and a take-home final (50%). Late homework will not be accepted. This is a prelim course, so grading is taken very seriously. | |||||
Homework | (List of Assignments ) | |||||
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ADA | The Americans with Disabilities Act (web link) requires that reasonable accomodation be provided for students with physical, sensory, cognitive, systemic, learning, and psychiatric disabilities. For further details, contact the instructor at the beginning of the term. |
Disclaimer
© 2004 by the Dept of Math. University of Utah