摘要
设∑1=(N1,M1),∑2=(N2,M2)是两个Petri网,且不含有冻结标志,Ni=(Si,Ti;Fi),i=1,2,T1∩T2=Φ,S1∩S2≠Φ,本文定义了∑1,∑2的S-组合Petri网∑s,通过引入Petri网互逆位置序偶的概念,深入研究了义的活性,给出了∑s有界活的几个判定条件.若∑1,∑2是两个活的Petri网,最后提出了一种实现S-组合Petri网活性的控制装置.
Let ∑1 = (N1,M1),∑2 = (N2,M2) be two Petri nets, and do not contain freezing tokens. Ni = (Si,Ti;Fi), i = 1, 2,, T1 ∩ T2 = Φ, S1 ∩ S2 ≠Φ, s-composition Petri net ∑s is defined on Petri nets ∑1 and ∑2 in this paper. The liveness of ∑s is discussed, and if ∑1 and ∑2 are live, some deciding conditions for preserving liveness of ∑s is given based on the concept of the mutually inverse ordered pair places of Scomposition Petri net. For two live and bounded Petri nets, if any two merging places are not a mutually inverse ordered pair places, then their S-composition Petri net is live and bounded. If ∑s, is not live, a control device for irnplementing liveness is presented.
出处
《计算机学报》
EI
CSCD
北大核心
1998年第8期747-752,共6页
Chinese Journal of Computers
基金
山东省自然科学基金!Y97G08108