This track focuses on the latest developments in computational methods applied to mathematics and informatics. Participants will explore innovative algorithms and techniques that enhance computational efficiency and accuracy.

This session addresses modern numerical methods for the discretization of differential and integral equations. Emphasis will be placed on practical applications and theoretical advancements in solving complex equations.

This track examines the application of numerical methods to solve problems in mathematical physics. Researchers will present case studies and methodologies that bridge theoretical concepts with practical engineering challenges.

This session will delve into the development of fast and robust solvers, with a focus on their parallelization. Participants will discuss the implications of parallel computing in enhancing solver performance and scalability.

This track explores numerical techniques for PDE-constrained optimization problems. It will cover both theoretical frameworks and practical implementations in various engineering applications.

This session focuses on the numerical treatment of inverse problems, which are critical in many scientific and engineering fields. Participants will share insights into methodologies and applications that address these complex challenges.