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Information, Statistics and Induction in Science cover

This conference will explore the use of computational modelling to understand and emulate inductive processes in science. The problems involved in building and using such computer models reflect methodological and foundational concerns common to a variety of academic disciplines, especially statistics, artificial intelligence (AI) and the philosophy of science. This conference aims to bring together researchers from these and related fields to present new computational technologies for supporting or analysing scientific inference and to engage in collegial debate over the merits and difficulties underlying the various approaches to automating inductive and statistical inference.

The proceedings also include abstracts by the invited speakers (J R Quinlan, J J Rissanen, M Minsky, R J Solomonoff & H Kyburg, Jr.).

Sample Chapter(s)
First-Order Induction: Techniques and Applications (71 KB)


Contents:
  • Use of Randomization to Normalize Feature Merits (S J Hong et al.)
  • Constructive Induction of Cartesian Product Attributes (M J Pazzani)
  • Minimum Information Estimation of Linear Regression Models (S Legg)
  • Maximum Expected Utility Principle: The Case Study of Information Retrieval (G Amati et al.)
  • Induction in Medical Discovery: A Computational Simulation (V Corruble)
  • Measuring Randomness by Rissanen's Stochastic Complexity: Applications to the Financial Data (S H Chen & C W Tan)
  • Computer Based Life, Possibilities and Impossibilities (A Dorin)
  • From Statistical Regularities to Concepts, Hierarchies, Equation Clusters and Rules (J M Zytkow)
  • Ideal MDL and Its Relation to Bayesianism (P Vitányi & M Li)
  • False Oracles and Strict MML Estimators (C S Wallace)
  • An Algorithm for Unsupervised Learning via Normal Mixture Models (G J McLachlan & D Peel)
  • A Minimum Message Length (MML) Model for Software Measures (J Patrick)
  • and other papers

Readership: Computer scientists, statisticians and philosophers.