This paper focuses on studying regional controllability and observability for fractional linear systems using the conformable derivative of order 0 < α ≤ 1. Utilizing fractional calculus theory and ...

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 ...

The study of controllability for parabolic and heat equations focuses on the capability to steer the temporal evolution of diffusion-dominated processes towards desired states. Central to this field ...

ControlTheory, controllability for observability, is emerging from stealth, announcing it has raised $5 million in seed funding to support the launch of its Observability Control Platform that enables ...