Petri Net Controlled Finite Automata

Berndt Muller; M. Jantzen; M. Kudlek; H. Rölke; G. Zetzsche

Petri Net Controlled Finite Automata

Berndt Muller, M. Jantzen, M. Kudlek, H. Rölke, G. Zetzsche

Faculty of Computing, Engineering and Science

Research output: Contribution to journal › Article › peer-review

Abstract

We present a generalization of finite automata using Petri nets as control, called Concurrent Finite Automata for short. Several modes of acceptance, defined by final markings of the Petri net, are introduced, and their equivalence is shown. The class of languages obtained by *-free concurrent finite automata contains both the class of regular sets and the class of Petri net languages defined by final marking, and is contained in the class of context-sensitive languages.

Original language	English
Pages (from-to)	111 - 121
Number of pages	10
Journal	Fundamenta Informaticae
Volume	85
Issue number	1-4
Publication status	Published - 1 Jan 2008

Keywords

theory of computation
automata
petri nets
concurrency

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Cite this

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AU - Muller, Berndt

AU - Jantzen, M.

AU - Kudlek, M.

AU - Rölke, H.

AU - Zetzsche, G.

PY - 2008/1/1

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N2 - We present a generalization of finite automata using Petri nets as control, called Concurrent Finite Automata for short. Several modes of acceptance, defined by final markings of the Petri net, are introduced, and their equivalence is shown. The class of languages obtained by *-free concurrent finite automata contains both the class of regular sets and the class of Petri net languages defined by final marking, and is contained in the class of context-sensitive languages.

AB - We present a generalization of finite automata using Petri nets as control, called Concurrent Finite Automata for short. Several modes of acceptance, defined by final markings of the Petri net, are introduced, and their equivalence is shown. The class of languages obtained by *-free concurrent finite automata contains both the class of regular sets and the class of Petri net languages defined by final marking, and is contained in the class of context-sensitive languages.

KW - theory of computation

KW - automata

KW - petri nets

KW - concurrency

M3 - Article

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SP - 111

EP - 121

JO - Fundamenta Informaticae

JF - Fundamenta Informaticae

SN - 0169-2968

IS - 1-4

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Petri Net Controlled Finite Automata

Abstract

Keywords

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