Control Systems

In mathematical control theory, the exact model describing the physical arrangement that we want to perform according to the specifications is called the control system. An important example in control systems design, and in mathematical control theory, is feedback. The idea of feedback or response is to let the action of the physical controlling device at any moment in time depend on the actual behaviour of the physical system that is being controlled.

Chaotic system is a deterministic dynamical system displaying irregular, seemingly random behaviour. Two paths of a chaotic system starting adjacent to each other will deviate after some time. Accurately chaotic systems are categorized by local instability and global boundedness of the trajectories.

  • Robust control
  • Adaptive control
  • Optimal control
  • Space control systems
  • Fractional order systems
  • Complex Systems
  • Chaotic systems
  • Process Control
  • Manufacturing systems control
  • Automotive control systems and Autonomous vehicles

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Control Systems Conference Speakers

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