Sentence examples similar to that class of system from inspiring English sources
Specifically, if we have a linear time-invariant system with an impulse response h of t, what we had shown is that that class of systems has the property that if we put in a complex exponential, we get out a complex exponential at the same frequency and with a change in amplitude.
Since this model is based on previous studies on inducible systems, we first analysed its ability to reproduce the available experimental observations for that class of systems.
It is also worth noticing that the class of systems where the proposed algorithm is applicable is more general than that of our previous work.
It is also shown that for this class of systems, the output regulation problem is always generically solvable.
Two state feedback controllers (linear and nonlinear) that stochastically stabilize the class of systems we are considering are designed.
For this purpose denote an arbitrary positive steady state of the system by X ∗, i.e. X ∗ is a placeholder for every positive steady state that exists in the class of systems.
The main goal is to show that, for this class of systems, observers can be designed with the high-gain parameter powered just up to the order 2 regardless the dimension of the state system.
In order to enlarge the class of systems that can be controlled we will make use of the Feedback Quadratic Filter and a quadratically optimal controller is designed also for non asymptotically stable systems.
However, the majority of these systems adopt the paradigms of CAN or Chord or they do not fall into the class of systems that balance between the routing performance and the size of the routing table.
The major advantage for this class of systems is that a decoupled system can be obtained analytical without solving partial difference equations.
By assuming that the linear part of this class of systems is time-varying, the state estimation problem of nonlinear system is transformed into a state estimation problem for LPV system.
