About the Program

TOPICS OF INTEREST

Topics of interest include but not limited to, the following areas 

NONLINEAR ANALYSIS AND APPLICATIONS

Nonlinear Differential Equations ; Nonlinear Functional Analysis; Nonlinear Control Theory; Nonlinear Partial Differential Equations; Nonlinear Optimization; Nonlinear Dynamical Systems; Chaos Theory and Applications; Nonlinear Mathematical Modelling; Nonlinear Waves and Solitons; Nonlinear Mechanics and Solid Mechanics; Nonlinear Analysis in Biology and Medicine; Nonlinear Analysis in Engineering Applications; Nonlinear Analysis in Economics and Finance; Nonlinear Analysis in Data Science and Machine; Learning Nonlinear Analysis in Climate Science and Environmental; Modelling Nonlinear Analysis in Image Processing and Computer Vision; Nonlinear Analysis in Quantum Mechanics and Quantum Computing; Nonlinear Analysis in Social Sciences and Humanities; Numerical Methods for Nonlinear Problems; Applications of Nonlinear Analysis in Industry; Fixed point theory and its applications; Operator theory. 

OBJECTIVES

ICNAA 2024: Share knowledge and foster collaboration in nonlinear analysis. Address challenges and promote real-world applications. Inspire innovation and global cooperation. Facilitate the publication of research papers and findings to contribute to the academic community. Highlight real-world applications of nonlinear analysis in various domains, from engineering to biology. Promote international cooperation and a global perspective on nonlinear analysis. 

SYMPOSIUM ON ANCIENT INDIAN MATHEMATICS

Contributions of Ancient Indian Mathematicians; Vedic Mathematics and Its Principles Aryabhata and His Mathematical Works; Brahmagupta and the Concept of Zero; Kerala School of Mathematics Geometry and Trigonometry in Ancient India; The Use of Infinite Series and Limits in Ancient Indian Mathematics Algebraic Contributions of Ancient Indian Mathematicians; Number Systems and Decimal Notation in Ancient India; Sanskrit Mathematical Texts and Manuscripts; Influence of Ancient Indian Mathematics on Modern Mathematics; Indian Mathematical Instruments and Techniques; Mathematical Practices in Ancient India; Ethnomathematics and Cultural Aspects of Indian Mathematics; Translations and Preservation of Ancient Indian Mathematical Texts; Challenges in Studying and Preserving Ancient Indian Mathematical Heritage; Comparative Studies of Indian Mathematics with Other Ancient Traditions; Mathematical Puzzles and Recreational Mathematics in Ancient India; Modern Research and Scholarship in the History of Ancient Indian Mathematics; Contributions of Ancient Indian Mathematicians. 

OBJECTIVES SYMPOSIUM :Preserve, Celebrate and Explore the rich heritage of Indian mathematics. Investigate historical influences and cultural significance. Inspire research and cross-cultural appreciation. Provide insights into the ancient Indian mathematical education system and its impact on modern education. Investigate the influence of ancient Indian mathematics on the global mathematics and its relationships to other ancient mathematical traditions. Demonstrate the modern-day relevance and applications of ancient Indian mathematical concepts. Inspire scholars and mathematicians with the historical achievements and innovations in Indian mathematics. 

Proceedings of the conference & Symposium: Proceedings of the conference & symposium will be published in Journal indexed in Scopus and Web of Science. The instructions and format for the full-length paper will be sent after the acceptance of the paper. 

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