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Petri net: различия между версиями

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Thus, formally, a (marked) Petri net is a quadruple <math>N=(P,T,A,m_0)</math>, where <math>P</math> and <math>T</math> are nonempty
Thus, formally, a (marked) Petri net is a quadruple <math>N=(P,T,A,m_0)</math>, where <math>P</math> and <math>T</math> are nonempty
finite disjoint sets of places and transi\-tions, <math>A</math> is a subset of <math>P \times T \bigcup T\times P</math>.
finite disjoint sets of places and transitions, <math>A</math> is a subset of <math>P \times T \bigcup T\times P</math>.
(It is often also required that the union of the domain and codomain of <math>A</math> equals <math>P\bigcup T</math>; that is,
(It is often also required that the union of the domain and codomain of <math>A</math> equals <math>P\bigcup T</math>; that is,
every place and transition is either the beginning or the end of some arc.) Finally, <math>m_0</math> (initial marking)
every place and transition is either the beginning or the end of some arc.) Finally, <math>m_0</math> (initial marking)