Tentative Program

This track focuses on the application of variational methods to solve complex optimization problems. Participants will explore theoretical advancements and practical implementations in various fields.

This session emphasizes the development and application of mathematical models to simulate real-world phenomena. Attendees will discuss innovative modeling approaches and their implications in applied mathematics.

This track delves into the latest numerical techniques for solving optimization problems across diverse applications. Researchers will present their findings on efficiency, accuracy, and convergence of these methods.

This session highlights cutting-edge algorithms that address challenges in applied mathematics. Discussions will include algorithm design, analysis, and their practical applications in various domains.

This track explores the integration of probability theory and risk analysis in decision-making processes. Participants will examine case studies and methodologies that enhance quantitative decision-making.

This session focuses on the principles of control theory and its application in engineering and technology. Researchers will share insights on system dynamics, stability, and optimization techniques.