About the journal
Transactions on Fuzzy Sets and Systems (TFSS) is a bi-annual international scientific journal founded in 2022. TFSS is open access and free of charge and follows the COPE publication ethics and the Creative Commons Attribution 4.0 International (CC-BY 4.0) license. TFSS publishes original research articles, review articles and other scientific papers focusing on theoretical and experimental studies on fuzzy sets and systems, fuzzy programming, fuzzy optimization, fuzzy logic, fuzzy algebra, fuzzy mathematics, pure mathematics, control, robotics, data envelopment analysis, data mining, decision making, soft computing, uncertainty modeling and related interdisciplinary topics. The aim of TFSS is to publish high quality original articles that make an important contribution to theoretical and applied mathematics in the field of fuzzy studies. In addition, the TFSS aims to reflect the latest developments in the field of fuzzy sets and systems and to promote international academic exchange.
Manuscripts submitted to the TFSS must be unpublished original work that is not currently intended for publication elsewhere.
All manuscripts must be free of plagiarised content. All authors are advised to use plagiarism detection software to check for similarity. Manuscripts submitted to this journal are checked for plagiarism using Similarity Check / iThenticate plagiarism detection programmes.
All papers are peer-reviewed before publication. The peer review process for papers in the TFSS is a blind peer review.
The copyright and publication rights remain with the authors without restriction. The author has full control over the work (e.g. retains the right to reuse, distribute, republish, etc.).
Recent Articles
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2 - Proposing a Conceptual Model of Critical Success Factors in Lean Production Using Interpretive Structural Modeling and Fuzzy MICMAC Analysis
Mazdak Khodadadi Karimvand Hadi Shirouyehzad Farhad Hosseinzadeh LotfiIssue 1 , Vol. 3 , Spring_Summer 2024 -
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3 - Shannon Entropy Analysis of Serum C-Terminal Agrin Fragment as a Biomarker for Kidney Function: Reference Ranges, Healing Sequences and Insights
Mehmet SengonulIssue 1 , Vol. 3 , Spring_Summer 2024 -
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4 - Triangle Algebras and Relative Co-annihilators
Emile Djomgoue Nana Ariane GABRIEL Tallee Kakeu Blaise Bleriot Koguep Njionou Celestin LeleIssue 1 , Vol. 3 , Spring_Summer 2024 -
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5 - Fuzzy Implication Operators Applied to Country Health Preparation
John Mordeson Sunil Mathew Aswathi PrabhathIssue 1 , Vol. 3 , Spring_Summer 2024 -
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9 - A “Journey” from Traditional to Fuzzy Methods of Decision-Making
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Open Access Article
1 - Completeness for Saturated L-Quasi-Uniform Limit Spaces
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2 - A Novel Technique for Solving the Uncertainty under the Environment of Neutrosophic Theory of Choice
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7 - Proposing a Conceptual Model of Critical Success Factors in Lean Production Using Interpretive Structural Modeling and Fuzzy MICMAC Analysis
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8 - Enhancing Big Data Governance Framework Implementation Using Novel Fuzzy Frank Operators: An Application to MADM Process
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9 - Triangle Algebras and Relative Co-annihilators
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Open Access Article
10 - Shannon Entropy Analysis of Serum C-Terminal Agrin Fragment as a Biomarker for Kidney Function: Reference Ranges, Healing Sequences and Insights
Mehmet SengonulIssue 1 , Vol. 3 , Spring_Summer 2024