A lot of real world problems can be modeled as traversals on graph, and mining from such traversals has been found useful in several applications. However, previous works considered only traversals on unweighted graph. This paper generalizes this to the case where vertices of graph are given weights to reflect their importance. Under such weight settings, traditional mining algorithms can not be adopted directly any more. To cope with the problem, this paper proposes new algorithms to discover weighted frequent patterns from the traversals. Specifically, we devise support bound paradigms for candidate generation and pruning during the mining process. Key words
ABSTRACT: In recent years, graph mining has attracted much attention in the data mining community. S...
Abstract: This paper studies uncertain graph data mining and especially investigates the problem of...
During the last decade or so, the amount of data that is generated and becomes publicly available is...
This thesis describes research work undertaken in the field of graph-based knowledge discovery (or g...
Graph pattern mining aims at identifying structures that appear frequently in large graphs, under th...
Frequent graph mining is one of famous data mining fields that receive the most attention, and its i...
Recently, the problem of mining weighted subgraphs from a weighted single graph has become a vital i...
In recent years, the popularity of graph databases has grown rapidly. This paper focuses on single-g...
Abstract. The main practical problem encountered with frequent subgraph search methods is the tens o...
Abstract — Studies shows that finding frequent sub-graphs in uncertain graphs database is an NP comp...
Abstract—Most of graph pattern mining algorithms focus on finding frequent subgraphs and its compact...
Mining frequent patterns in a single network (graph) poses a number of challenges. Already only to m...
Frequent graph mining has been proposed to find interesting patterns (i.e., frequent sub-graphs) fro...
Given a labeled graph, the frequent-subgraph mining (FSM) problem asks to find all the k-vertex subg...
Despite the wealth of research on frequent graph pattern mining, how to efficiently mine the complet...
ABSTRACT: In recent years, graph mining has attracted much attention in the data mining community. S...
Abstract: This paper studies uncertain graph data mining and especially investigates the problem of...
During the last decade or so, the amount of data that is generated and becomes publicly available is...
This thesis describes research work undertaken in the field of graph-based knowledge discovery (or g...
Graph pattern mining aims at identifying structures that appear frequently in large graphs, under th...
Frequent graph mining is one of famous data mining fields that receive the most attention, and its i...
Recently, the problem of mining weighted subgraphs from a weighted single graph has become a vital i...
In recent years, the popularity of graph databases has grown rapidly. This paper focuses on single-g...
Abstract. The main practical problem encountered with frequent subgraph search methods is the tens o...
Abstract — Studies shows that finding frequent sub-graphs in uncertain graphs database is an NP comp...
Abstract—Most of graph pattern mining algorithms focus on finding frequent subgraphs and its compact...
Mining frequent patterns in a single network (graph) poses a number of challenges. Already only to m...
Frequent graph mining has been proposed to find interesting patterns (i.e., frequent sub-graphs) fro...
Given a labeled graph, the frequent-subgraph mining (FSM) problem asks to find all the k-vertex subg...
Despite the wealth of research on frequent graph pattern mining, how to efficiently mine the complet...
ABSTRACT: In recent years, graph mining has attracted much attention in the data mining community. S...
Abstract: This paper studies uncertain graph data mining and especially investigates the problem of...
During the last decade or so, the amount of data that is generated and becomes publicly available is...