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Comparisons with two laser-based systems were given and the system's capacity to distinct spray patterns were demonstrated in nozzle classification experiments.
In [12] LMI stability conditions for linear fractional differential systems were given.
In particular, some protocols, including time switching and power splitting for SWIPT systems, were given [7].
In particular, explicit formulas for many of these systems were given in Appendices 1 and 2 of reference [37].
In [33], the sufficient conditions for global asymptotic stabilization of nonlinear systems were given, and the corresponding feedback control laws were designed.
In [5], containment algorithms based on the sampled data for the second-order multi-agent systems were given, where the necessary and sufficient conditions of multi-agent systems were derived.
Similar(49)
An inventory of the current systems is given below.
Guidelines for synthesis of coupled systems are given.
Application to Lagrangian systems is given as an example.
Applications to two- and three-dimensional elliptic systems are given.
Information useful in the design of such systems is given.
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