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- W2067131306 abstract "We define algebraic systems called concurrent regular expressions which provide a modular description of languages of Petri nets. Concurrent regular expressions are extension of regular expressions with four operators - interleaving, interleaving closure, synchronous composition and renaming. This alternative characterization of Petri net languages gives us a flexible way of specifying concurrent systems. Concurrent regular expressions are modular and, hence, easier to use for specification. The proof of equivalence also provides a natural decomposition method for Petri nets." @default.
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- W2067131306 title "Concurrent regular expressions and their relationship to Petri nets" @default.
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