Constrained graphs are directed graphs describing the control flow of processes models. In such graphs, nodes represent activities involved in the process, and edges the precedence relationship among such activities. Typically, nodes and edges can specify some constraints, which control the interaction among the activities. Faced with the above features constrained graphs are widely used in the modelling and analysis of Workflow processes. In this paper we overview two mining problems related to the analysis of constrained graphs, namely the analysis of frequent patterns of execution, and the induction of a constrained graph from a set of execution traces. We discuss some complexity aspects related to the problem of reasoning and mining on constrained graphs, and overview two algorithms for the mentioned problems.

Mining Constrained Graphs: The Case of Workflow Systems

Giuseppe Manco;Luigi Pontieri;
2006

Abstract

Constrained graphs are directed graphs describing the control flow of processes models. In such graphs, nodes represent activities involved in the process, and edges the precedence relationship among such activities. Typically, nodes and edges can specify some constraints, which control the interaction among the activities. Faced with the above features constrained graphs are widely used in the modelling and analysis of Workflow processes. In this paper we overview two mining problems related to the analysis of constrained graphs, namely the analysis of frequent patterns of execution, and the induction of a constrained graph from a set of execution traces. We discuss some complexity aspects related to the problem of reasoning and mining on constrained graphs, and overview two algorithms for the mentioned problems.
2006
Istituto di Calcolo e Reti ad Alte Prestazioni - ICAR
3-540-31331-1
Constrained graphs
Frequent patterns
Workflow processes
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/6806
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