The binding neuron (BN) output firing statistics is considered. The neuron is driven externally by the Poisson stream of intensity l . The influence of the feedback, which conveys every output impulse to the input with time delay ∆ ≥ 0 , on the statistics of BN’s output spikes is considered. The resulting output stream is not Poissonian, and we look for its interspike intervals (ISI) distributi...

We study the disturbance decoupling problem for linear time invariant singular systems. We give necessary and sufficient conditions for the existence of a solution to the disturbance decoupling problem with or without stability via a proportional and derivative feedback and proportional and derivative output injection that also makes the resulting closed-loop system regular and/or of index at m...

The Lyapunov stability method is the most popular and applicable stability analysis tool of nonlinear dynamic systems. However, there are some bottlenecks in the Lyapunov method, such as need for negative definiteness of the Lyapunov function derivative in the direction of the system’s solutions. In this paper, we develop a new theorem to dispense the need for negative definite-ness of Lyapunov...

This talk presents an overview of recent results that adopt a “feedback control” perspective in repeated matrix games. In particular, it is shown how the introduction of feedback control principles can result in convergence to a mixed strategy Nash equilibrium even for previously nonconvergent examples. We consider the usual set-up in repeated matrix games, e.g., (Fudenberg & Levine, 1998), in ...

Control of Heating, Ventilating, and Air Conditioning (HVAC) aims to provide a comfortable environment for human life in terms temperature humidity improve indoor air quality. The HVAC system is multi-input multi-output, where the control design this challenging due its strong nonlinearity coupled influence both controllers on within thermal zone. aim study dual-controller system. first control...

The present study uses linear quadratic regulator (LQR) theory to control a vibratory system modeled by fractional-order differential equation. First, as an example of such system, viscoelastically damped structure is selected. Second, LQR designed for in which terms are contained the equation motion. An iteration-based method solving algebraic Riccati proposed order obtain feedback gains LQR. ...