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Issue No.01 - Jan. (2013 vol.25)

pp: 192-205

Marc Solé , Technical University of Catalonia (UPC), Barcelona

Josep Carmona , Technical University of Catalonia (UPC), Barcelona

DOI Bookmark: http://doi.ieeecomputersociety.org/10.1109/TKDE.2011.192

ABSTRACT

A central problem in the area of Process Mining is to obtain a formal model that represents the processes that are conducted in a system. If realized, this simple motivation allows for powerful techniques that can be used to formally analyze and optimize a system, without the need to resort to its semiformal and sometimes inaccurate specification. The problem addressed in this paper is known as Process Discovery: to obtain a formal model from a set of system executions. The theory of regions is a valuable tool in process discovery: it aims at learning a formal model (Petri nets) from a set of traces. On its genuine form, the theory is applied on an automaton and therefore one should convert the traces into an acyclic automaton in order to apply these techniques. Given that the complexity of the region-based techniques depends on the size of the input automata, revealing the underlying cycles and folding the initial automaton can incur in a significant complexity alleviation of the region-based techniques. In this paper, we follow this idea by incorporating region information in the cycle detection algorithm, enabling the identification of complex cycles that cannot be obtained efficiently with state-of-the-art techniques. The experimental results obtained by the devised tool suggest that the techniques presented in this paper are a big step into widening the application of the theory of regions in Process Mining for industrial scenarios.

INDEX TERMS

Petri nets, Data mining, Complexity theory, Proposals, Data structures, Noise, Learning automata, transition system folding, Process discovery, region theory

CITATION

Marc Solé, Josep Carmona, "Region-Based Foldings in Process Discovery",

*IEEE Transactions on Knowledge & Data Engineering*, vol.25, no. 1, pp. 192-205, Jan. 2013, doi:10.1109/TKDE.2011.192REFERENCES