Discrete probability models. Review of discrete and continuous probability. Conditional expectations. Simulation techniques for random variables. Discrete time stochastic processes: random walks and Markov chains with applications to Monte Carlo simulation and mathematical finance. Introduction to Poisson process.

Prerequisites: Mathematics 4A or 4AI or 5A, Mathematics 8 or PSTAT 8, and PSTAT 120A. A minimum letter grade of C or better must be earned in each course.

4

Units

Optional

Grading

1, 2

Passtime

None

Level Limit

Letters and science

College
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T B A
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Lecture
HSSB 1173
M W
17:00 PM - 18:15 PM
67 / 75
Sections
ILP 4107
T
15:00 PM - 15:50 PM
25 / 25 Full
ILP 3314
T
16:00 PM - 16:50 PM
25 / 25 Full
ILP 4209
T
17:00 PM - 17:50 PM
17 / 25
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Winter 2024 . Tan Ying
HSSB 1173
M W
08:00 AM - 09:15 AM
Winter 2024 . Zhu Zimu
PSYCH1902
M W
17:00 PM - 18:15 PM
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PSTAT 160A Zhu Zimu Fall 2023 Total: 132
PSTAT 160A Waterbury A T Spring 2023 Total: 108
PSTAT 160A
75 / 75 Full
Applied Stochastic Processes
T B A
M W
14:00 PM - 15:15 PM
PSTAT 120A
85 / 190 Enrolled
Probability and Statistics
Brian Wainwright 3.1
M W
14:00 PM - 15:15 PM
PSTAT 120A
90 / 90 Full
Probability and Statistics
Katie Coburn 4.1
T R
17:00 PM - 18:15 PM
PSTAT 120B
88 / 125 Enrolled
Probability and Statistics
Uma Ravat 2.1
W F
12:30 PM - 13:45 PM
PSTAT 120B
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Probability and Statistics
Uma Ravat 2.1
W F
14:00 PM - 15:15 PM
PSTAT 160B
92 / 125 Enrolled
Applied Stochastic Processes
Grigorian K
M W
17:00 PM - 18:15 PM