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Subnet Abstract and Transition Refinement in Petri Nets Model

Zhijian Wang, Dingguo Wei

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Abstract

Subnet abstraction and transition refinement base a kind of transition subnet - the engineering subnet, are presented in this paper; the research shows that, under certain preconditions, important prosperities such as boundedness, safety, deadlock free and reversibility are reserved in such transformations. The paper also shows that after the transformation a model can keep the same interfaces and similar actions as before by using engineering subnet method.

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What this paper is about

Subnet abstraction and transition refinement base a kind of transition subnet - the engineering subnet, are presented in this paper; the research shows that, under certain preconditions, important prosperities such as boundedness, safety, deadlock free and reversibility are reserved in such transformations. The paper also shows that after the transformation a model can keep the same interfaces and similar actions as before by using engineering subnet method.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Subnet abstraction and transition refinement base a kind of transition subnet - the engineering subnet, are presented in this paper; the research shows that, under certain preconditions, important prosperities such as boundedness, safety, deadlock free and reversibility are reserved in such transformations. The paper also shows that after the transformation a model can keep the same interfaces and similar actions as before by using engineering subnet method.

Key concepts: Subnet, Petri net, Computer science, Abstraction, Deadlock, Transformation (genetics), Transition (genetics), Base (topology)

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