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Now, we give the following Lyapunov-Krasovskii methods for nonlinear fractional neutral systems as counterpart to Lyapunov-Krasovskii methods for classical neutral systems proposed in [21].
A taxonomy of methods for classical MADM problems and fuzzy ranking methods can be found in the study by Chen and Hwang (1992).
Moreover, the SoTA equalization methods for classical OQAM can be readily adapted to this mode which could be more beneficial in some particular transmission contexts, e.g., high Doppler spread.
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A new method for classical PID controller adjustment is broached.
The observer design is done in an analogous way to the observer method for classical linear system.
Computer simulations show that the proposed method for classical shunt faults analysis is efficient, accurate and easy to program.
We develop a novel adaptive tuning method for classical proportional integral derivative (PID) controller to control nonlinear processes to adjust PID gains, a problem which is very difficult to overcome in the classical PID controllers.
The standard method for classical differential equations consists of: (1) a Fourier transform of the original problem, (2) exact representation of the solution of the corresponding linear problem in new variables, and (3) inverse transformation and derivation of the exact representation of the solution in the original variables.
This contribution extends all computational methods developed for classical stationary 13C MFA to the instationary situation by using high-performance computing methods.
Another attractive feature is that a range of new methods developed for classical "unrelated individuals" design can be applied to polygenic residuals obtained at the first stage of the analysis.
Practical, structure-preserving methods for integrating classical Heisenberg spin systems are discussed.
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