The Collection.
International Journal of Neutrosophic Science
International Journal of Neutrosophic Science (IJNS) is an international, peer-reviewed journal dedicated to advancing research in neutrosophic theory and its applications. The journal provides a scholarly platform for the publication of original research articles and review papers addressing the development of neutrosophic sets, systems, and logic, as well as their theoretical foundations and mathematical structures.IJNS focuses on both fundamental and applied research in neutrosophic science, including extensions and variants of neutrosophic sets, as well as algorithmic and computational approaches. The journal encourages interdisciplinary contributions that apply neutrosophic methods to areas such as artificial intelligence, decision-making, data analysis, pattern recognition, image processing, robotics, and applications in engineering, economics, and management.All submissions undergo initial editorial screening followed by a rigorous peer-review process conducted by independent experts. Further details are available in the Peer Review Process.Authors may submit manuscripts prepared in any standard academic format. Detailed preparation instructions are provided in the Author Guidelines.IJNS is committed to maintaining high standards of publication ethics, research integrity, and transparency. Authors must ensure compliance with the publisher’s policies as outlined in the Publication Ethics and Malpractice Statement.Submission of a manuscript implies agreement with the publisher’s copyright and licensing terms as described in the Copyright and Licensing Policy.
Galoitica: Journal of Mathematical Structures and Applications
Galoitica: Journal of Mathematical Structures and Applications is an international, peer-reviewed journal dedicated to advancing research in pure and applied mathematics, with a particular focus on algebraic structures and their applications. The journal provides a scholarly platform for the publication of original research articles and review papers addressing theoretical developments, computational methods, and interdisciplinary applications of mathematical concepts.Galoitica emphasizes innovative research in algebra, discrete mathematics, and related mathematical frameworks, as well as their applications in science, engineering, and data-driven fields. The journal encourages contributions that bridge theoretical rigor with practical relevance and promote collaboration across mathematical disciplines.All submissions undergo initial editorial screening followed by a rigorous peer-review process conducted by independent experts. Further details are available in the Peer Review Process.Authors may submit manuscripts prepared in any standard academic format. Detailed preparation instructions are provided in the Author Guidelines.Galoitica is committed to maintaining high standards of publication ethics, research integrity, and transparency. Authors must ensure compliance with the publisher’s policies as outlined in the Publication Ethics and Malpractice Statement.Submission of a manuscript implies agreement with the publisher’s copyright and licensing terms as described in the Copyright and Licensing Policy.
Prospects for Applied Mathematics and Data Analysis
Prospects for Applied Mathematics and Data Analysis (PAMDA) is an international, peer-reviewed journal dedicated to advancing research in applied mathematics and data analysis. The journal provides a scholarly platform for the publication of original research articles and review papers that explore the application of mathematical models and data-driven methods to solve complex problems across diverse domains.PAMDA focuses on interdisciplinary research that integrates mathematical modeling, statistical analysis, and computational techniques with data science to support decision-making and innovation in fields such as engineering, economics, management, healthcare, and the natural sciences. The journal encourages contributions that combine theoretical rigor with practical relevance and address emerging challenges through advanced analytical approaches.All submissions undergo initial editorial screening followed by a rigorous peer-review process conducted by independent experts. Further details are available in the Peer Review Process.Authors may submit manuscripts prepared in any standard academic format. Detailed preparation instructions are provided in the Author Guidelines.PAMDA is committed to maintaining high standards of publication ethics, research integrity, and transparency. Authors must ensure compliance with the publisher’s policies as outlined in the Publication Ethics and Malpractice Statement.Submission of a manuscript implies agreement with the publisher’s copyright and licensing terms as described in the Copyright and Licensing Policy.
Neutrosophic and Information Fusion
Neutrosophic and Information Fusion (NIF) is an international, peer-reviewed journal published by ASPG. The journal provides a platform for high-quality research in neutrosophic theory and information fusion, including neutrosophic sets, logic, probability, statistics, and algebraic structures, as well as their integration with data analytics, intelligent systems, and decision support applications. NIF encourages the submission of original research articles, review papers, and applied studies that advance both theoretical developments and practical implementations across interdisciplinary domains.All submissions undergo initial editorial screening followed by a rigorous peer-review process conducted by independent experts. Further details are available in the Peer Review Process.Authors may submit manuscripts prepared in any standard academic format. Detailed preparation instructions are provided in the Author Guidelines.NIF is committed to maintaining high standards of publication ethics, research integrity, and transparency. Authors must ensure compliance with the publisher’s policies as outlined in the Publication Ethics and Malpractice Statement.Submission of a manuscript implies agreement with the publisher’s copyright and licensing terms as described in the Copyright and Licensing Policy.
Pure Mathematics for Theoretical Computer Science
Pure Mathematics for Theoretical Computer Science (PMTCS) is an international, peer-reviewed journal dedicated to advancing research at the intersection of pure mathematics, computational mathematics, and theoretical computer science. The journal provides a scholarly platform for publishing original research articles and review papers that develop rigorous mathematical theories, structures, models, and methods with relevance to computation, algorithms, information processing, and intelligent systems.PMTCS welcomes contributions across algebra, topology, analysis, geometry, graph theory, probability, mathematical statistics, optimization, numerical mathematics, uncertainty theories, and discrete mathematics. Particular emphasis is placed on research that establishes new mathematical concepts, proves significant theoretical results, develops computationally meaningful models, or provides mathematically rigorous foundations for algorithms and computer science applications.The journal also considers interdisciplinary studies in artificial intelligence, machine learning, data analysis, network science, decision-making, cryptography, and scientific computing when they contain a substantial and clearly demonstrated mathematical contribution. Application-oriented manuscripts should present mathematical novelty, theoretical analysis, new computational methodology, or rigorous validation extending beyond the routine use of existing algorithms or software.All submissions undergo initial editorial screening followed by a rigorous peer-review process conducted by independent experts. Further details are available in the Peer Review Process.Authors may submit manuscripts prepared in any standard academic format. Detailed preparation instructions are provided in the Author Guidelines.PMTCS is committed to maintaining high standards of publication ethics, research integrity, and transparency. Authors must ensure compliance with the publisher’s policies as outlined in the Publication Ethics and Malpractice Statement.Submission of a manuscript implies agreement with the publisher’s copyright and licensing terms as described in the Copyright and Licensing Policy.