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Not every team can use this sort of delay approach; the stop-start nature of it requires a running back with outstanding initial quickness and laterally agility.
The time-varying delay approach is used to deal the sampled-data state feedback input problem.
By utilizing the input delay approach, the sampling period is transformed into a time-varying yet bounded delay.
Recently, the work in [24] has studied the problem of the stability of sampled-data piecewise affine systems via the input delay approach.
The problem of sampled-data synchronization has been discussed for NNs with time-varying delay in the framework of the input delay approach [10].
In particular, taking full advantage of the input delay approach, the Lyapunov function method and the Jensen's inequality theory, several sufficient conditions are obtained.
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Then D → 0 as the actual delay approaches the ideal and D → 1 as actual delay diverges from the ideal.
Moreover, the theoretical model is extended to forecast the power penalties incurred when the delay approaches the millisecond time scale.
This term ranges from 0 to 1, where it approaches 1 as the user's head-of-queue packet delay approaches its threshold.
Firstly, although these strategies increase the user's priority when the HOL packet delay increases, they may be enhanced by emphatically increasing the user's priority when the HOL packet delay approaches its PDB.
Moreover, although these strategies increase the user's priority when the Head of Line HOLL) packet delay increases, they may be enhanced by emphatically increasing the user's priority when the HOL packet delay approaches its upper bound.
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