Annals of Mathematics and AI - Impact Factor

Annals of Mathematics and Artificial Intelligence - Springer | 2024 Impact Factor:1.0 | Cite Score:2.8 | Q3

Annals of Mathematics and Artificial Intelligence Journal

Impact Factor and Journal Rank of Annals of Mathematics and Artificial Intelligence

About: Annals of Mathematics and Artificial Intelligence serves as a forum for researchers, academics, and practitioners to publish original research articles, reviews, and application papers. By bridging the gap between mathematics and AI, the journal aims to advance understanding, foster innovation, and promote interdisciplinary collaborations in these fields.
Objective:
The primary objective of Annals of Mathematics and Artificial Intelligence is to provide a leading publication venue for research that integrates mathematical theories and methodologies with artificial intelligence (AI) technologies. The journal covers a wide range of topics including computational mathematics, formal methods, machine learning, knowledge representation, automated reasoning, and applications of AI in diverse domains such as robotics, healthcare, finance, and natural language processing. By addressing theoretical foundations, practical applications, and emerging trends in mathematics and AI, the journal aims to facilitate the development of innovative AI solutions that improve problem-solving capabilities and enhance decision-making processes across various disciplines.
Interdisciplinary Approach:
Annals of Mathematics and Artificial Intelligence adopts an interdisciplinary approach, encouraging contributions that integrate insights from mathematics, computer science, engineering, and related disciplines such as cognitive science, operations research, and statistical modeling. The journal covers diverse interdisciplinary topics such as mathematical models for AI algorithms, formal verification of AI systems, optimization techniques in AI applications, and theoretical frameworks for analyzing complex AI systems. By promoting collaboration across disciplines, the journal facilitates the dissemination of cutting-edge research that addresses practical challenges and enhances the development and deployment of AI technologies in real-world scenarios.
Impact:
The impact of Annals of Mathematics and Artificial Intelligence is significant in advancing both theoretical foundations and practical applications in mathematics and AI. By publishing rigorous research articles and application papers, the journal contributes to the development of new methodologies, algorithms, and technologies that enable more effective integration of mathematical theories with AI frameworks. The journals publications inform the development of innovative solutions that address real-world challenges in diverse domains including autonomous systems, data analytics, intelligent decision support, and computational modeling. The emphasis on high-quality research and practical relevance ensures that the journals contributions support the continuous evolution and adoption of AI technologies worldwide.
Significance:
Annals of Mathematics and Artificial Intelligence holds significant importance for researchers, educators, practitioners, and decision-makers interested in advancing the fields of mathematics and artificial intelligence. The journals contributions include advancing theoretical frameworks, exploring new applications of AI technologies, and addressing practical challenges in computational modeling and intelligent systems design. By providing insights into the latest developments, emerging trends, and best practices in mathematics and AI integration, the journal serves as a valuable resource for fostering innovation and promoting interdisciplinary collaboration globally. It supports the continuous advancement of knowledge and technological innovation in the field of AI, facilitating the development of robust solutions that enhance problem-solving capabilities and decision-making processes in complex and dynamic environments.

Journal Home: Journal Homepage

Editor-in-Chief: Martin Charles Golumbic

Scope: The Annals of Mathematics and Artificial Intelligence journal (AMAI) focuses on the intersection of mathematics and artificial intelligence (AI), covering a broad spectrum of topics.
Mathematical Foundations of AI:
Theoretical developments at the intersection of mathematics and AI, including logic-based AI, mathematical logic, model theory, formal methods, and proof theory.
Machine Learning and Statistical Methods:
Advancements in machine learning theory, statistical learning theory, Bayesian methods, kernel methods, and probabilistic graphical models.
Knowledge Representation and Reasoning:
Formalisms for knowledge representation, ontologies, semantic web technologies, reasoning under uncertainty, non-monotonic reasoning, and commonsense reasoning.
Computational Logic:
Applications of computational logic in AI, automated reasoning, logical programming languages, constraint logic programming, and deductive databases.
Formal Verification:
Formal methods for verification and validation of AI systems, including model checking, theorem proving, static analysis, and runtime verification.
Natural Language Processing:
Mathematical and computational models for natural language understanding, generation, semantics, syntax, discourse analysis, sentiment analysis, and information retrieval.
Computer Vision and Pattern Recognition:
Mathematical models and algorithms for image processing, object detection and recognition, computer vision tasks, and pattern recognition.
Artificial Intelligence Applications:
Applications of AI techniques in various domains such as robotics, autonomous systems, healthcare, finance, gaming, cybersecurity, and smart cities.
AI Ethics and Societal Impact:
Ethical considerations in AI development and deployment, fairness, transparency, accountability, biases, and societal impact of AI technologies.
Mathematical Models in AI Systems:
Development and application of mathematical models in AI systems, including optimization models, game theory, decision theory, and control theory.