SH Muggleton
Theory completion using inverse entailment
Muggleton, SH; Bryant, CH
Authors
Dr Chris Bryant C.H.Bryant@salford.ac.uk
Lecturer
Contributors
J Cussens
Editor
A Frisch
Editor
Abstract
The main real-world applications of Inductive Logic Programming (ILP) to date involve the "Observation
Predicate Learning" (OPL) assumption, in which both the
examples and hypotheses define the same predicate. However, in both scientific discovery and language learning potential applications exist in which OPL does not hold. OPL is ingrained within the theory and performance testing of Machine Learning. A general ILP technique called "Theory Completion using Inverse Entailment" (TCIE) is introduced which is applicable to non-OPL applications. TCIE is based on inverse entailment and is closely allied to abductive inference. The implementation of TCIE within Progol5.0 is described. The implementation uses contra-positives in a similar way to Stickel's Prolog Technology Theorem Prover. Progol5.0 is tested on two different data-sets. The first dataset involves a grammar which translates numbers to their representation in English. The second dataset involves hypothesising the function of unknown genes within a network of metabolic pathways. On both datasets near complete recovery of performance is achieved after relearning when randomly chosen portions of background knowledge are removed. Progol5.0's running times for experiments in this paper were typically under 6 seconds on a standard laptop PC.
Online Publication Date | Jan 1, 2000 |
---|---|
Publication Date | Jan 1, 2000 |
Deposit Date | Feb 16, 2009 |
Publicly Available Date | Feb 16, 2009 |
Publisher | Springer |
Pages | 130-146 |
Series Title | Lecture notes in artificial intelligence (subseries of Lecture notes in computer science) |
Series Number | 1866 |
Book Title | Inductive Logic Programming |
ISBN | 03029743 |
DOI | https://doi.org/10.1007/3-540-44960-4_8 |
Keywords | inductive logic programming |
Publisher URL | http://dx.doi.org/10.1007/3-540-44960-4_8 |
Additional Information | Paper originally presented at the 10th International Conference, ILP 2000 London, UK, July 24–27 2000 |
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