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Handbook 1997 : Faculty of Science : Statistics

619-355 Stochastic Modelling and Optimisation

Credit Points:

15.0

Coordinator:

Dr H Cohn

Prerequisite/s:

Statistics 619-202 and [(618-112 or 618-122, and a 200 level Mathematics subject) or (618-200 or 618-211)].

Timetable:

Semester 1

Contact:

39 lectures (three a week)

Objectives:

Students completing this subject should:

Comprehend:

  • the concept of a stochastic process;

  • the important standard stochastic processes, including Poisson process, Markov chains, birth-and- death processes, queueing processes and renewal processes;

  • the standard techniques of describing such processes.

Have developed the skills:

  • to develop a stochastic process model from a real-life situation;

  • to derive the behaviour and properties of particular stochastic processes.

Appreciate:

  • the importance of stochastic processes in modelling real-life phenomena;

  • the applications of stochastic models to industry and the sciences.

Content:

Markov chains and applications; random walks; the Poisson process; birth-and-death processes and applications to population models, queueing models and storage models; renewal processes; Markov decision processes.

Assessment:

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

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Handbook 1997 : Faculty of Science : Statistics
Status:                   OFFICIAL 1997
Last Modified:            Wednesday March 12 3:36 pm
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Email Enquiries:          Course_Information@registrar.unimelb.edu.au
Copyright © University of Melbourne 1997.