School of Computing

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AC51021 Probabilistic Inference and Machine Learning Mini Guide

For the full module guide see AC51021 full guide

Organisation

The Module Co-Ordinator for this module is Professor Stephen McKenna.

If you want to talk about an aspect of the module, or your work on it, please make an appointment to see one of the lecturer(s):

Professor Stephen McKennastephen@computing.dundee.ac.uk, 1.20 QMB

If you use email, please include "AC51021" in the heading.

Module Content and timetable

Week Topics Covered
One Introduction to probability calculus, conditional independence and directed graphical models
Two Expectations, multivariate distributions, introduction to sampling, Into to Matlab,
Three Lab exercises
Four Tutorial on problem sets
Five Gaussians, mixtures, Bayesian learning, enumeration, Intro to Monte Carlo
Six Learning with Markov chain Monte Carlo methods
Seven Maximum likelihood learning: Gaussian, Gaussian mixtures (EM)
Eight Factor graphs and the sum-product algorithm, hidden Markov models (EM)
Nine Supervised learning, logistic regression, ML & MAP estimation
Ten Learning using Laplace’s method and MCMC. Conclusions.
Eleven Revision

Assessment and Course-Work

The final degree exam counts for 100% of the final module mark.


Resource List

Format: Title, Author, Publisher, ISBN.

Essential Titles

  • Information Theory, Inference, and Learning Algorithms, David J C MacKay, Cambridge University Press 2003, 0-521-64298-1.

Recommended Titles

  • Pattern Classification, Duda R O, Hart P E, Stork D G, Wiley 2001, 0-471-05669-3.
  • Neural Networks for Pattern Recognition, Christopher M Bishop, Oxford University Press 1996, 0198538642 .

Background Reading

  • Bayesian Data Analysis, Andrew Gelman, Chapman & Hall 2004, 158488388X.
  • Probabilistic Modeling in Bioinformatics and Medical Informatics, Husmeier D, Dybowski R, Roberts S, Springer 2005, 1-85233-778-8.
  • Bioinformatics: the machine learning approach, Baldi P and Brunak S, MIT Press 1998, 0-262-0244-X.
  • The Elements of Statistical Learning, Hastie T, Tibshirani R, Friedman J, Springer 2003, 0387952845 .
  • Principles of Data Mining, Hand D J, Mannila H and Smyth P, MIT Press 2001, 026208290X.
  • Graphical Models for Machine Learning and Digital Communication, Brendan Frey, MIT Press 1998, 0-262-06202-X.
  • Probability Theory: The Logic of Science, Edwin T Jaynes, Cambridge University Press 2003, 0521592712 .
  • Learning Bayesian Networks, Richard E Neapolitan, Prentice Hall 2003, 0130125342 .
  • Causality: Models, Reasoning and Inference, Judea Pearl, Cambridge University Press 2000, 0521773628 .
  • Graphical Models: Foundations of Neural Computation, Jordon M I and Sejnowski T J (Eds.), MIT Press 2001, 0262600420 .

Module Specification

For the formal module specification see AC51021 Probabilistic Inference and Machine Learning 08-09.rtf