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Connection between generalized nets with characteristics of the places and intuitionistic fuzzy generalized nets of type 1 and type 2

Velin Andonov
2013 Notes on Intuitionistic Fuzzy Sets   unpublished

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In Generalized nets with characteristics of the places (GNCP) the places can receive characteristics and keep information about the flow of the tokens in the net. The class of all GNCP Σ CP is a conservative extension of the class of all Generalized nets Σ. In this paper we study the connection between GNCP and the Intuitionistic fuzzy generalized nets of type 1 (IFGN1) and type 2 (IFGN2). It is proved that the functioning and the result of the work of every GNCP can be represented by IFGN1 and
more » ... IFGN2. The opposite statement is also proved to be true.
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Citation

Velin Andonov. "Connection between generalized nets with characteristics of the places and intuitionistic fuzzy generalized nets of type 1 and type 2." Notes on Intuitionistic Fuzzy Sets (2013)