STT 881 (Course) - Grade Details

(with breakdown by instructor)

Course Title: Theory of Probability I

Course Description: Measures and their extensions, integration. Lp spaces and Inequalities. Lebesgue decomposition, the Radon-Nikodym theorem. Product measures, Fubini's theorem. Kolmogorov consistency theorem. Independence, Kolmogorov's zero-one law, the Borel-Cantelli lemma. Law of large numbers. Central limit theorems, characteristic functions, the Lindeberg-Feller theorem, asymptotic normality of sample median. Poisson convergence. Conditional expectations.

• Grade Summary (All Instructors)
• Overview (Instructor Breakdown)
• Shlomo Levental
• V Mandrekar
• Yimin Xiao

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