Monash University > School of Computer Science and Software Engineering > CSE458> Lectures

CSE458 Bayesian Models

 

TENTATIVE TIMETABLE

 

Week

Week Commencing

Lectures
Fridays 11.00 - 1.00
Lecture Theatre S9

Assessment
(Follow link for further information regarding submission times etc.)

1 28/2/05

Lecture 1:   Introduction
Lecture 2:   More Decision Analysis

   
2 07/03/05

Lecture 3:   Utility
Lecture 4:   Probability

   
3 14/03/05

Lecture 5:   Bayesian Networks

14/03/05 Submit Exercise 1
4 21/03/05

Good Friday (Holiday)

   
5 28/04/05

Mid Semester Break

   
6 04/04/05

No lecture (Professor Webb away from University)

04/04/05 Submit Exercise 2
Note re exercise 2: please treat the question as if only one of the two experiments can be performed, seismic soundings or the experimental device
7 11/04/05

No lecture (Professor Webb away from University)

   
8 18/04/05

Lecture 6:   Decision Networks
Lecture 7:   Evaluation of Decision Networks

22/04/05 Submit Exercise 3
9 25/04/05

Lecture 8:   Dynamic Networks
Lecture 9:   Independence

   
10 02/05/05

Lecture 10: Inference in Polytree Networks
Lecture 11: Inference in Multiply Connected Networks

   
11 09/05/05

Lecture 12: Knowledge Engineering

13/05/05 Submit Exercise 4
12 16/05/05

Lecture 13: TBC (Allowance for catch-up if required)

20/05/05 Submit Assignment
13 23/05/05

No lecture

   
14 30/05/05 No lecture (Professor Webb away from University)    

Details of Lectures

Introduction

Overview of the course, introduction to decision analysis, decision flow diagrams, Bayes rule, averaging out and folding back.

  • (ps) (pdf)
  • More Decision Analysis

    Uncertain payoffs, sampling costs, value of information, biased measurements, extensive form of decision analysis, strategies, and normal form of decision analysis.

  • (ps) (pdf)
  • Utility

    Lotteries, utilities, utility curves, maximization of expected utility, risk aversion, risk control, and buying and selling prices.

  • (ps) (pdf)
  • Probability

    Interpretation of probability, axioms of probability, independence, conditional probability, applications of Bayes' Rule, random variables, joint probabilities, and marginal distributions.

  • (ps) (pdf)
  • Bayesian Networks

    Networks, semantics of Bayesian Networks, representation of joint probabilities, compactness, node ordering, and inference.

  • (ps) (pdf)
  • Alarm Network
  • Aids Network
  • Urn Network
  • Stud Farm Network
  • Decision Networks

    Definition of a Decision Network, Semantics, and Decision Theory using Decision Networks.

  • (ps) (pdf)
  • Alarm Network (Bayesian Network)
  • Alarm Network (Correct Decsion Network)
  • Alarm Network (Incorrect Decision Network)
  • Urn Network for e0
  • Urn Network for e1
  • Urn Network for e2
  • Incorrect Urn Network for es
  • Urn Network for es
  • Total Urn Network (version 1)
  • Total Urn Network (version 2)
  • Total Urn Network (version 3)
  • Evaluation of Evaluating Decision Networks

    Overview of different approaches to evaluate Decision Networks.

  • (ps) (pdf)
  • Dynamic Networks

    Dynamic Bayesian Networks, Hidden Markov Models, Filtering, Prediction, Smoothing, most likely explanation, Dynamic Decision Networks, Markov Decision Processes.

  • (ps) (pdf)
  • Independence

    Semantics of Bayesian Networks, Construction of Bayesian Networks, Makov Blanket, Blocking, Independence, and Inference in Dynamic Bayesian Networks.

  • (ps) (pdf)
  • Inference in Polytree Networks

    Backward-chaining and Message passing

  • (ps) (pdf) (ppt)
  • Backward-chaining algorithm (ps)
  • Inference in Multiply Connected Networks

    Overview of different approaches to inference in Multiply Connected Networks

  • (ps) (pdf) (ppt)
  • A-Formula Network
  • B-Formula Network
  • Wet Grass Network
  • Papers and other material of interest

  • Message Passing: Richard E. Neapolitan (2003), Learning Bayesian Networks, Chapter 3.
  • Clique-tree Inference: Inference in Belief Networks: A Procedural Guide, by Cecil Huang. International Journal of Approximate Reasoning 15:225-263, 1996.
  • Likelihood weighting: An Optimal Approximation Algorithm for Bayesian Networks by Paul Dagum and Michael Luby.
  • MCMC: Introduction to Monte Carlo Methods by David MacKay.
  • Building Networks

    Topics:Knowledge acquisition, constructing models, simplifying local models, discrete distributions, continuous distributions, model evaluation, and case studies.

  • (ps) (pdf)

  • Last modified 9/2/2005