Fuzzy finite switchboard automata with complete residuated lattices

The theory of fuzzy finite switchboard automata (FFSA) is introduced by the use of general algebraic structures such as complete residuated lattices in order to enhance the process ability of FFSA. We established the notion of homomorphism, strong homomorphism and reverse homomorphism and shows some...

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Main Authors: Ebas, Nur Ain, Amir Hamzah, Nor Shamsidah, Jacob, Kavikumar, Rusiman, Mohd Saifullah
Format: Article
Published: Science Publishing Corporation 2018
Subjects:
Online Access:http://eprints.uthm.edu.my/4081/
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author Ebas, Nur Ain
Amir Hamzah, Nor Shamsidah
Jacob, Kavikumar
Rusiman, Mohd Saifullah
author_facet Ebas, Nur Ain
Amir Hamzah, Nor Shamsidah
Jacob, Kavikumar
Rusiman, Mohd Saifullah
author_sort Ebas, Nur Ain
building UTHM Institutional Repository
collection Online Access
description The theory of fuzzy finite switchboard automata (FFSA) is introduced by the use of general algebraic structures such as complete residuated lattices in order to enhance the process ability of FFSA. We established the notion of homomorphism, strong homomorphism and reverse homomorphism and shows some of its properties. The subsystem of FFSA is studied and the set of switchboard subsystemforms a complete ℒ -sublattices is shown. The algorithm of FFSA with complete residuated lattices is given and an example is provided.
first_indexed 2025-11-15T20:06:21Z
format Article
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institution Universiti Tun Hussein Onn Malaysia
institution_category Local University
last_indexed 2025-11-15T20:06:21Z
publishDate 2018
publisher Science Publishing Corporation
recordtype eprints
repository_type Digital Repository
spelling uthm-40812021-11-24T08:35:41Z http://eprints.uthm.edu.my/4081/ Fuzzy finite switchboard automata with complete residuated lattices Ebas, Nur Ain Amir Hamzah, Nor Shamsidah Jacob, Kavikumar Rusiman, Mohd Saifullah QA1-43 General T57.6-57.97 Operations research. Systems analysis The theory of fuzzy finite switchboard automata (FFSA) is introduced by the use of general algebraic structures such as complete residuated lattices in order to enhance the process ability of FFSA. We established the notion of homomorphism, strong homomorphism and reverse homomorphism and shows some of its properties. The subsystem of FFSA is studied and the set of switchboard subsystemforms a complete ℒ -sublattices is shown. The algorithm of FFSA with complete residuated lattices is given and an example is provided. Science Publishing Corporation 2018 Article PeerReviewed Ebas, Nur Ain and Amir Hamzah, Nor Shamsidah and Jacob, Kavikumar and Rusiman, Mohd Saifullah (2018) Fuzzy finite switchboard automata with complete residuated lattices. International Journal of Engineering and Technology, 7 (4.3). pp. 160-164. ISSN 2227-524X
spellingShingle QA1-43 General
T57.6-57.97 Operations research. Systems analysis
Ebas, Nur Ain
Amir Hamzah, Nor Shamsidah
Jacob, Kavikumar
Rusiman, Mohd Saifullah
Fuzzy finite switchboard automata with complete residuated lattices
title Fuzzy finite switchboard automata with complete residuated lattices
title_full Fuzzy finite switchboard automata with complete residuated lattices
title_fullStr Fuzzy finite switchboard automata with complete residuated lattices
title_full_unstemmed Fuzzy finite switchboard automata with complete residuated lattices
title_short Fuzzy finite switchboard automata with complete residuated lattices
title_sort fuzzy finite switchboard automata with complete residuated lattices
topic QA1-43 General
T57.6-57.97 Operations research. Systems analysis
url http://eprints.uthm.edu.my/4081/