Journal of Applied Non-Classical Logics Taylor & Francis Impact Factor

Journal of Applied Non-Classical Logics - Taylor and Francis | 2024 Impact Factor:0.8 | Cite Score:0.8 | Q1

Journal of Applied Non-Classical Logics With Cite Score

Cite Score and Journal Rank of Journal of Applied Non-Classical Logics

About: The Journal of Applied Non-Classical Logics (JANCL) is a peer-reviewed academic journal that publishes research articles, reviews, and case studies focused on non-classical logics and their applications. Non-classical logics refer to logical systems that extend or deviate from classical logic, including modal logic, temporal logic, fuzzy logic, intuitionistic logic, and many others. The journal aims to provide a platform for the exploration of both theoretical developments and practical applications of non-classical logics in various fields.
Objective:
The primary objective of the Journal of Applied Non-Classical Logics is to advance the understanding and application of non-classical logics. It seeks to foster interdisciplinary research and facilitate the exchange of ideas between logicians, computer scientists, philosophers, and practitioners. The journal aims to highlight innovative approaches to problem-solving in diverse areas such as artificial intelligence, computer science, linguistics, and mathematics.
Interdisciplinary Approach:
JANCL adopts an interdisciplinary approach by encouraging submissions from a wide range of disciplines where non-classical logics can be applied. This includes but is not limited to areas such as: Computer Science: Formal verification, automated reasoning, knowledge representation, and programming languages. Artificial Intelligence: Expert systems, reasoning under uncertainty, and natural language processing. Mathematics: Algebraic structures, proof theory, and model theory. Philosophy: Epistemology, metaphysics, and the philosophy of language. Linguistics: Semantics, pragmatics, and the study of language meaning and use. This broad scope supports the integration of non-classical logics into various research domains, promoting collaborative efforts to tackle complex problems.
Impact:
The Journal of Applied Non-Classical Logics has a significant impact on the field by publishing high-quality, influential research that advances both theoretical foundations and practical applications of non-classical logics. Its articles contribute to the development of new logical systems, improve existing methodologies, and demonstrate the utility of non-classical logics in real-world scenarios. The journals impact is evidenced by its role in shaping research agendas and influencing academic discourse in logic and related fields.
Significance:
The significance of the Journal of Applied Non-Classical Logics lies in its dedication to exploring the vast potential of non-classical logics. By providing a dedicated venue for research in this area, the journal supports the advancement of knowledge and innovation in both theory and practice. Its interdisciplinary focus ensures that non-classical logics are applied to a diverse set of problems, fostering progress in various scientific and technical domains. The journal is an essential resource for researchers, academics, and practitioners who seek to understand and utilize the power of non-classical logics.

Journal Home: Journal Homepage

Editor-in-Chief: Andreas Herzig

Scope: The Journal of Applied Non-Classical Logics is dedicated to the study and application of non-classical logics. Its scope includes, but is not limited to, the following areas:
Non-Classical Logics: Exploration of various non-classical logical systems such as modal logics, temporal logics, fuzzy logics, paraconsistent logics, and many others that extend or deviate from classical logic principles.
Applications in Computer Science: Use of non-classical logics in computer science domains including, but not limited to, formal verification, automated reasoning, knowledge representation, artificial intelligence, and programming languages.
Philosophical Foundations: Examination of the philosophical implications and foundations of non-classical logics, including their relationships to classical logic and other formal systems.
Mathematical Structures: Study of the mathematical structures and properties underlying non-classical logics, including algebraic and model-theoretic approaches.
Decision Procedures: Development and analysis of decision procedures and algorithms for non-classical logics, including complexity considerations and implementation issues.
Knowledge Representation and Reasoning: Application of non-classical logics to represent and reason about knowledge, including handling of uncertainty, vagueness, and inconsistency in information.
Linguistics and Natural Language Processing: Use of non-classical logics to model and analyze linguistic phenomena, including semantics, pragmatics, and discourse.
Cognitive Science and Artificial Intelligence: Exploration of how non-classical logics can model human reasoning and cognition, and their applications in AI systems.
Formal Methods in Software Engineering: Application of non-classical logics in formal methods for software specification, verification, and validation.
Logical Frameworks and Theories: Study and development of general frameworks and meta-theories for understanding and unifying different non-classical logics.