Mathematician calculates parameters for optimal crowd and traffic control
Monday, February 11, 2019 - 09:40
in Mathematics & Economics
A RUDN mathematician has developed a solution for a perturbed differential containment—a generalized case of a differential equation. The development will calculate optimal paths for the movement of a crowd or a flow of cars. It may also be used to manage robotic cars and multi-agent robotic systems. The results of the study were published in the Journal of Differential Equations.