Semantic Data Mining

Semantic Data Mining

Protima Banerjee (Drexel University, USA)
Copyright: © 2009 |Pages: 6
DOI: 10.4018/978-1-60566-010-3.ch269
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Abstract

Over the past few decades, data mining has emerged as a field of research critical to understanding and assimilating the large stores of data accumulated by corporations, government agencies, and laboratories. Early on, mining algorithms and techniques were limited to relational data sets coming directly from On-Line Transaction Processing (OLTP) systems, or from a consolidated enterprise data warehouse. However, recent work has begun to extend the limits of data mining strategies to include “semi-structured data such as HTML and XML texts, symbolic sequences, ordered trees and relations represented by advanced logics.” (Washio and Motoda, 2003) The goal of any data mining endeavor is to detect and extract patterns in the data sets being examined. Semantic data mining is a novel approach that makes use of graph topology, one of the most fundamental and generic mathematical constructs, and semantic meaning, to scan semi-structured data for patterns. This technique has the potential to be especially powerful as graph data representation can capture so many types of semantic relationships. Current research efforts in this field are focused on utilizing graph-structured semantic information to derive complex and meaningful relationships in a wide variety of application areas- - national security and web mining being foremost among these. In this article, we review significant segments of recent data mining research that feed into semantic data mining and describe some promising application areas.
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Background

In mathematics, a graph is viewed as a collection of vertices or nodes and a set of edges which connect pairs of those nodes; graphs may be partitioned into sub-graphs to expedite and/or simplify the mining process. A tree is defined as an acyclic sub-graph, and trees may be ordered or unordered, depending on whether or not the edges are labeled to specify precedence. If a sub-graph does not include any branches, it is called a path.

The two pioneering works in graph-based data mining, the algorithmic precursor to semantic data mining, take an approach based on greedy search. The first of these, SUBDUE, deals with conceptual graphs and is based on the Minimum Description Length (MDL) principle. (Cook and Holder, 1994) SUBDUE is designed to discover individual concepts within the graph by starting with a single vertex, which represents a potential concept, and then incrementally adding nodes to it. At each iteration, a more “abstract” concept is evaluated against the structure of the original graph, until the algorithm reaches a stopping point which is defined by the MDL heuristic. (Cook and Holder, 2000)

The second of the seminal graph mining works is called Graph Based Induction (GBI), and like SUBDUE, it is also designed to extract concepts from data sets. (Yoshida, Motoda, and Inokuchi, 1994) The GBI algorithm repeatedly compresses a graph by replacing each found sub-graph or concept with a single vertex. To avoid compressing the graph down to a single vertex, an empirical graph size definition is set to establish the size of the extracted patterns, as well as the size of the compressed graph.

Later researchers have applied several other approaches to the graph mining problem. Notable among these are the Apriori-based approach for finding frequent sub-graphs (Inokuchi, Washio, and Motoda, 2000; Kuramochi and Karypis, 2002), Inductive Logic Processing (ILP), which allows background knowledge to be incorporated in to the mining process; Inductive Database approaches which have the advantage of practical computational efficiency; and the Kernel Function approach, which uses the mathematical kernel function measure to compute similarity between two graphs. (Washio and Motoda, 2003)

Semantic data mining expands the scope of graph-based data mining from being primarily algorithmic, to include ontologies and other types of semantic information. These methods enhance the ability to systematically extract and/or construct domain specific features in data.

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