Graphical Models: Methods for Data Analysis and Mining / Edition 1by Christian Borgelt, Rudolf Kruse
Pub. Date: 03/06/2002
The concept of modelling using graph theory has its origin in several scientific areas, notably statistics, physics, genetics, and engineering. The use of graphical models in applied statistics has increased considerably over recent years and the theory has been greatly developed and extended. This book provides a self-contained introduction to the learning of
The concept of modelling using graph theory has its origin in several scientific areas, notably statistics, physics, genetics, and engineering. The use of graphical models in applied statistics has increased considerably over recent years and the theory has been greatly developed and extended. This book provides a self-contained introduction to the learning of graphical models from data, and is the first to include detailed coverage of possibilistic networks - a relatively new reasoning tool that allows the user to infer results from problems with imprecise data. One major advantage of graphical modelling is that specialised techniques that have been developed in one field can be transferred into others easily. The methods described here are applied in a number of industries, including a recent quality testing programme at a major car manufacturer.
• Provides a self-contained introduction to learning relational, probabilistic and possibilistic networks from data
• Each concept is carefully explained and illustrated by examples
• Contains all necessary background, including modeling under uncertainty, decomposition of distributions, and graphical representation of decompositions
• Features applications of learning graphical models from data, and problems for further research
• Includes a comprehensive bibliography
An essential reference for graduate students of graphical modelling, applied statistics, computer science and engineering, as well as researchers and practitioners who use graphical models in their work.
- Publication date:
- Product dimensions:
- 6.30(w) x 9.17(h) x 1.05(d)
Table of Contents
Imprecision and Uncertainty.
Learning Global Structure.
Learning Local Structure.
A. Proofs of Theorems.
B. Software Tools.
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