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 620-140 Probability and Applications

Note

Students may only gain credit for one of 620-131, 620-140, 620-160 (1997 or earlier Handbooks 617-141, 617-160, 617-170, 619-100).

Credit Points

12.5

Coordinator

Professor T C Brown

Semester

1

Contact

36 lectures (three per week), 24 hours practical classes (two hours per week) and 12 one-hour tutorials (one per week)

Subject Description

This subject lays the foundations for subsequent studies in probability and statistics, and treats some topics in greater depth than does 620-160. Students completing this subject will develop skills in probability modelling and data analysis, and appreciate the significance of random variation in science, technology and commerce.

Probability spaces: axioms, simple consequences and examples. Random variables: mean and variance with continuous and discrete examples. Bayes' theorem and consequences. Simulation and its use in more complicated probability calculations. Elementary distribution theory: Poisson, binomial and normal distributions. Random sampling, simulation of random samples. Population parameters and sample statistics. Estimation: confidence intervals and hypothesis testing based on the binomial and normal distributions. Experimental design.

Assessment

Up to 36 pages of written assignments or project work, a one-hour mid-semester test and a three-hour written examination.



Search : Index : Faculty of Science : Mathematics and Statistics
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Next 620-141 Intermediate Mathematics A
Status:                   Official 1998
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Email Enquiries:          Course_Information@registrar.unimelb.edu.au