An introduction to the mathematical treatment of random phenomena occurring in the natural, physical, and social sciences. Axioms of mathematical probability, combinatorial analysis, binomial distribution, Poisson and normal approximation, random variables and probability distributions, generating functions, the Central Limit Theorem and Laws of Large Numbers, Markov Chains, and basic stochastic processes. Note: Not open to students who have taken MA-UY 2224, MA-UY 2233, ECE-UY 2233 or MA-UY 3022 | Prerequisite: A grade of C or better in (MA-UY 2114 or MA-UY 2514) and (MA-UY 2034 or MA-UY 3034 or MA-UY 3044 or MA-UY 3054).

Mathematics (Undergraduate)
4 credits – 14 Weeks

Sections (Fall 2024)

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MA-UY 3014-000 (6826)
09/03/2024 – 12/12/2024 Tue,Thu
11:00 AM – 12:00 AM (Morning)
at Washington Square
Instructed by Bauerschmidt, Roland

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MA-UY 3014-000 (6827)
09/03/2024 – 12/12/2024 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by

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MA-UY 3014-000 (6828)
09/03/2024 – 12/12/2024 Mon,Wed
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by Falconet, Hugo

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MA-UY 3014-000 (6829)
09/03/2024 – 12/12/2024 Fri
2:00 PM – 3:00 PM (Early afternoon)
at Washington Square
Instructed by

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MA-UY 3014-000 (6830)
09/03/2024 – 12/12/2024 Tue,Thu
8:00 AM – 9:00 AM (Morning)
at Washington Square
Instructed by Xiao, Zhuocheng

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MA-UY 3014-000 (6831)
09/03/2024 – 12/12/2024 Fri
9:00 AM – 10:00 AM (Morning)
at Washington Square
Instructed by