Aligned with
This conference contributes to global sustainability by aligning its research discussions and academic sessions with key United Nations Sustainable Development Goals. It fosters knowledge exchange, innovation, and collaborative engagement.
This track focuses on the application of mathematical theories and techniques to solve practical problems across various industries. Contributions that demonstrate the impact of applied mathematics on fields such as engineering, finance, and environmental science are particularly encouraged.
This session invites papers that explore innovative statistical methodologies and their applications in data analysis. Topics may include but are not limited to regression analysis, multivariate statistics, and machine learning techniques.
This track emphasizes the development and analysis of numerical algorithms for solving mathematical problems. Submissions that address computational efficiency and accuracy in various mathematical contexts are welcome.
This session seeks contributions that delve into the theory of complex variables and its applications in different scientific domains. Papers that highlight novel findings or methodologies in complex analysis are encouraged.
This track focuses on the intersection of mathematics and economics, particularly through the lens of game theory. Contributions that explore strategic interactions and economic modeling using mathematical frameworks are highly valued.
This session invites papers that address optimization problems and decision-making processes in operations research. Topics may include linear programming, integer programming, and heuristic methods.
This track explores the interplay between geometry and analysis, focusing on the mathematical structures that arise in various applications. Contributions that provide insights into geometric properties and their analytical implications are welcome.
This session is dedicated to advancements in statistical modeling and inference techniques. Papers that present new models or improve existing methodologies for data interpretation are encouraged.
This track focuses on the application of homotopy analysis methods to solve nonlinear differential equations. Contributions that demonstrate the effectiveness of these techniques in various mathematical contexts are welcome.
This session invites research that explores the fundamental aspects of algebra and number theory. Topics may include algebraic structures, modular forms, and their applications in cryptography and coding theory.
This track emphasizes the role of scientific computing in developing mathematical models for complex systems. Contributions that showcase innovative computational techniques and their applications in real-world scenarios are encouraged.