Course Information
- Lecture
- Time: Tue 16:20-18:10; Fri 14:00-16:00(even weeks)
- Location: Teaching Building No.3, Room 302
- Tutorial
- Time: Sat 14:00-16:00(every week)
- Location: Teaching Building No.3, Room 401
- Instructor:
- Gabrielle Mary JING:
- Email:
gmjing@sustech.edu.cn(no longer in use); gmjing@hku.cn - Office: Room 324, School of Business Building
- Email:
- Gabrielle Mary JING:
- TA:
- Jason Chen
- Email: 12431105@mail.sustech.edu.cn
- Office: Room 344, School of Business Building
- Jason Chen
Homework
- weekly; posted by Friday, due next Tuesday before class.
- We encourage discussion and collaboration, but students should mention the names of their collaborators in their submitted
Assignments | Due date |
---|---|
Hw1 | 2/25 |
Tutorial
Time | Martial |
---|---|
Week1 | to be upload |
References
- [Duxbury Advanced] John A. Rice - Mathematical Statistics and Data Analysis 3ed
- Distribution_Summary.
- Probability and Statistics for Engineering and the Sciences, 8th Edition (Jay L. Devore)
- 概率论与数理统计(第四版) (盛骤))
Grading scheme
% | note | |
---|---|---|
Attendance | 10% | Starting from Week 3 |
Homework | 10% | weekly |
Midterm Exam | 30% | |
Final Exam | 50% |
Content
Chapter 1 Basic Concepts of Probability (7 hours)
- sample spaces, random events, probability measures, probability calculation, conditional probability, independent event, Bayesian formula
Chapter 2 Random variables (7 hours)
- discrete random variables: probability distribution function, Bernoulli random variables, Binomial distribution, geometric and negative binomial distribution, hypergeometric distribution, Poisson distribution
- Continuous random variables: probability density function, uniform distribution, exponential distribution, normal distribution
Chapter 3 Joint Distributions (8 hours)
- Random variable, discrete random variable, continuous random variable, independent random variable, joint distribution
Chapter 4 Expectation (6 hours)
- Expected value, variance, standard deviation, correlation, correction coefficient, conditional expected value
Chapter 5 Limit theorems (2 hours)
- The law of large numbers, central limit theorem
Chapter 6 Sampling distributions of estimates (4 hours)
- Basic concepts of statistics: sample set and sample, statistic assumption
- Sample distribution, commonly used statistics, t distribution, F distribution
Chapter 7 Parametric estimation problems (6 hours)
- Point estimation and interval estimation
Chapter 8 Testing hypothesis (6 hours)
- Basic principles, specification of the significance level and the concept of NULL Hypothesis and alternative hypothesis