Calculus of variations establishes a framework to determine the extrema of functionals—mappings from functions to real numbers—which has been pivotal in elucidating natural principles such as the ...

RESEARCH TRIANGLE PARK, N.C. - A U.S. Army-funded researcher who developed a mathematical theory for complex systems such as networks, power grids and the human brain, has received a prestigious ...

Optimal control theory provides a rigorous mathematical framework for determining control policies that guide dynamical systems towards a desired performance, often by minimising an associated cost ...

Large companies use a variety of inventory control theories and mathematical formulas to help them optimize the production and storage of many thousands of units of products and to help them minimize ...

This course is an introduction to the foundations of nonlinear control theory, with an emphasis on feedback stabilization. As needed, topics from differential geometry and other mathematical ...

The well-known and nearly hundred years old "proportional-integral- derivative"(PID) controller is a linear feedback control method which adjusts the input signal by ...

Professor S P Banks has been Professor of Mathematical Control Theory since 1992 and has contributed to many areas of mathematical systems theory, including the solution of Lyapunov's problem in ...

I joined University of Colorado, Boulder back in Fall 2017 as a PhD student to Dr. Xudong Chen in Dynamics, Control Systems and Robotics (Electrical, Computer and Energy Engineering Department). I am ...