Discovering Graph Structures In High Dimensional Spaces
Price
Free (open access)
Volume
25
Pages
9
Published
2000
Size
866 kb
Paper DOI
10.2495/DATA000221
Copyright
WIT Press
Author(s)
V. Dubois & M. Quafafou
Abstract
This paper introduces a new idea to face this problem by adding the notion of func- tional dependency to the context of minimum encoding inference. Our analysis is based on a local discovery of relations between binary features. We present a very effective expression of class model local note, wich can thus be computed without knowledge of any parameter value. The first method of data analysis described in this paper (also called crude method) is the direct application of our expression of the model class local note, and produce pieces of knowledge discovered in the data, organized in a graph. 1 Introduction Discovering complex structures in a database is an emerging research area which deals with a hard task. Most of the proposed solutions are developped in a proba- bilistic context which leads to discovering Bayesian Networks traducing causality phenomena.
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