OXFORD UNIVERSITY COMPUTING LABORATORY

Intelligent Systems II

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Lecturer

Degrees

Term

overview

To build on the introductory material from Intelligent Systems I and look at the issues involved in practical intelligent systems. In particular the course considers problems (such as learning, uncertain information, common-sense reasoning, timeliness, inexact control, dynamic environments and multi-agent interaction) that are found when dealing with embodied agents (e.g., robots).

synopsis

  • Learning. Supervised learning with examples: decision trees, neural networks etc. Reinforcement learning, parameter estimation. [3]
  • General Bayesian networks. [2]
  • Logical Agents. Theorem proving in propositional and predicate logic. Resolution and unification. Logic programming and Prolog. Answer set programming. [5]
  • Common sense reasoning: Default Reasoning and Non-monotonic Logics. (Single-Agent and Interactive) Belief Revision. Notions of Situation Calculus and Dynamic Logic.[6]

syllabus

Learning in intelligent systems.

General inference in Bayesian networks.

Logic, knowledge and belief representation and reasoning.

Logic programming and notions of Prolog.

Non-monotonic reasoning, common-sense reasoning, knowledge update and belief revision.

Examples.

 

reading list

  • S. J. Russell and P. Norvig, Artificial Intelligence: A Modern Approach (2nd ed), Prentice-Hall, 2001.
  • Handbook of Logic of Artificial Intelligence and Logic Programming, Vol. 4, pp. 35-132. Oxford University Press. 1995. In particular: the chapter on ``Belief Revision" by P. Gardenfors and H. Rott.
Aditional Reading Material (optional):

  • I. Bratko, Prolog Programming for Artificial Intelligence (3rd ed), Addison-Wesley, 2000.
  • J.-J.Ch. Meyer &W. van der Hoek, Epistemic Logic for Computer Science and Artificial Intelligence, Cambridge Tracts in Theoretical Computer Science 41, Cambridge University Press (1995) ISBN 0 521 46014.
  • Stanford Encyclopedia of Philosophy. At http://plato.stanford.edu/ . In particular: the articles on ``Non-monotonic Logic", ``Defeasible Reasoning: Belief Revision" and ``Logics of Belief Revision".
  • P. Gardenfors. Belief Revision. Cambridge University Press. 1992.
  • Wikipedia: article on ``Belief Revision".
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