There has been tremendous development in linear controllability of complex networks. Real-world systems are fundamentally nonlinear. Is linear controllability relevant to nonlinear dynamical networks?

Network theory based controllability and observability analysis have become widely used techniques. We realized that most applications are not related to dynamical systems, and mainly the physical ...

In the modelic control paradigm, the first step is to establish a dynamic model through system identification. This model offers a continuous but inaccurate description of state transition information ...

Startup emerges from stealth to launch new controllability platform at KubeCon EU 2025 to help organizations regain control of their observability. AUSTIN, Texas--(BUSINESS WIRE)--ControlTheory, ...