Products of rough finite state machines

Tiwari, S. P.; Sharan, Shambhu

doi:10.48550/arxiv.1210.7575

2012

DOI: 10.48550/arxiv.1210.7575

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Products of rough finite state machines

S. P. Tiwari¹,

Shambhu Sharan²

Abstract: In this paper, we introduce the concept of several products of rough finite state machines. We establish their relationships through coverings and investigate some algebraic properties for these products.

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Rough Fuzzy Automata and Rough Fuzzy Grammar

Tripathi

Tyagi

2017

International Journal of Fuzzy System Applications

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Automata theory plays a key role in computational theory as many computational problems can be solved with its help. Formal grammar is a special type of automata designed for linguistic purposes. Formal grammar generates formal languages. Rough grammar and rough languages were introduced to incorporate the imprecision of real languages in formal languages. These languages have limitations on uncertainty. The authors have considered both uncertainty and approximations to define rough fuzzy grammar and rough fuzzy languages. Under certain restrictions, their grammar reduces to formal grammar. Furthermore, the authors have proposed definition of rough fuzzy automata that accepts rough fuzzy regular language.

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Rough Fuzzy Automata and Rough Fuzzy Grammar

Tripathi

Tyagi

2017

International Journal of Fuzzy System Applications

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Products of rough finite state machines

Abstract: In this paper, we introduce the concept of several products of rough finite state machines. We establish their relationships through coverings and investigate some algebraic properties for these products.

Cited by 1 publication

References 17 publications

Rough Fuzzy Automata and Rough Fuzzy Grammar

Rough Fuzzy Automata and Rough Fuzzy Grammar

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