International Conference on Mathematical Methods in Optimization and Control (ICMMOC - 26)

This track focuses on the latest advancements in nonlinear optimization methods, exploring both theoretical foundations and practical applications. Researchers are encouraged to present innovative algorithms and case studies that demonstrate the effectiveness of these techniques.

This session aims to delve into the principles of control theory, emphasizing its applications across various fields. Contributions that bridge the gap between theoretical developments and real-world implementations are particularly welcome.

This track will explore variational methods and their role in solving complex optimization problems. Participants are invited to discuss new approaches and results that enhance our understanding of variational principles.

This session will address the theoretical and practical aspects of game theory, including strategic interactions and decision-making processes. Contributions that highlight novel applications in economics, biology, and engineering are encouraged.

This track will focus on the latest techniques in operations research, including optimization, simulation, and decision analysis. Researchers are invited to share innovative methodologies and case studies that demonstrate their impact on industry practices.

This session will cover the theoretical underpinnings and practical applications of dynamic programming in optimization problems. Contributions that showcase novel algorithms and their effectiveness in various domains are highly encouraged.

This track will explore stochastic control methods and their applications in uncertain environments. Researchers are invited to present new theoretical insights and practical implementations that address challenges in stochastic systems.

This session will focus on the role of functional and convex analysis in optimization theory. Contributions that highlight new results and their implications for optimization problems are particularly welcome.

This track will examine the interplay between differential equations and control theory, emphasizing their applications in modeling dynamic systems. Researchers are encouraged to present innovative approaches that leverage differential equations for control solutions.

This session will highlight the application of mathematical methods to solve real-world optimization problems across various disciplines. Contributions that demonstrate the practical impact of applied mathematics in optimization are encouraged.

This track will focus on the role of simulation in optimization and control research, exploring both methodological advancements and practical applications. Researchers are invited to share insights on how simulation techniques can enhance decision-making processes.