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American Scientific Publishing Group

verified Journal

Journal of Neutrosophic and Fuzzy Systems

ISSN
Online: 2771-6449 Print: 2771-6430
Frequency

Continuous publication

Publication Model

Open access · Articles freely available online · $500 APC applies after acceptance

Journal of Neutrosophic and Fuzzy Systems

Aim and Scope

The Journal of Neutrosophic and Fuzzy Systems (JNFS) is an international peer-reviewed journal dedicated to theoretical, computational, and applied research on neutrosophic systems, fuzzy systems, and related approaches for modeling uncertainty, vagueness, indeterminacy, and incomplete information.

The journal publishes original research and review articles that advance the mathematical foundations, methodologies, algorithms, and applications of fuzzy and neutrosophic theories. Particular emphasis is placed on work that introduces new models, operators, mathematical structures, optimization methods, decision frameworks, or computational techniques with a clear contribution to uncertainty modeling.

Topics of interest include, but are not limited to:

  • Neutrosophic and fuzzy sets, systems, and logic

  • Generalized fuzzy and neutrosophic models

  • Plithogenic, intuitionistic, interval-valued, hesitant, type-2, Pythagorean, q-rung, spherical, and related uncertainty frameworks

  • Fuzzy and neutrosophic algebra, topology, graphs, geometry, probability, and statistics

  • Aggregation operators, similarity measures, entropy, and information fusion

  • Multi-criteria decision making and group decision models

  • Optimization and operations research under uncertainty

  • Computational intelligence, machine learning, and artificial intelligence

  • Classification, clustering, pattern recognition, and data analytics

  • Intelligent and explainable decision-support systems

  • Risk, reliability, control, and uncertainty-aware modeling

  • Applications in engineering, healthcare, finance, supply chains, agriculture, sustainability, energy, IoT, cybersecurity, education, and related fields

Applied studies are welcome when fuzzy, neutrosophic, or related uncertainty methodologies constitute a substantive part of the scientific contribution rather than a secondary analytical tool.

JNFS seeks to bridge mathematical theory and practical applications, supporting rigorous research that advances the understanding, computation, and use of uncertain and indeterminate information.