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 620-301 Stochastic Modelling

Credit Points

12.5

Coordinator

Dr K Borokov

Prerequisites

620-201 and one of 620-112, 620-122, 620-200, 620-211.

Semester

1 (view timetable)

Contact

36 lectures (three per week)

Subject Description

This subject introduces the concept of a stochastic process and deals with the important standard stochastic processes, including Poisson process, Markov chains, birth-and-death processes, queueing processes and renewal processes. Students learn to develop a stochastic process model from a real-life situation and to derive the behaviour and properties of the process. This subject demonstrates the importance of stochastic processes in modelling real-life phenomena and in particular shows the applications of stochastic models to industry and the sciences.

Topics covered: Markov chains and applications; random walks; Markov decision processes; the Poisson process; birth-and-death processes and applications, queueing models; elements of simulation; renewal processes.

Assessment

A 3-hour end of semester written examination; up to 50 pages of assignments may be assessed.



Search : Index : Faculty of Science : Mathematics and Statistics
Prev 620-292 Maths & Stats Project B (Advanced)
Next 620-302 Modern Probability
Status:                   Official 1999
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Email Enquiries:          Course_Information@registrar.unimelb.edu.au