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On bounded time Turing reducibility on the recursive sets.
It is the first PERC algorithm to provably converge in bounded time without requiring per-flow state or network synchronization.
The desired formation can be stabilized at feasible reference trajectories with bounded time derivatives.
The coupled networks are supposed to be faulted randomly and perturbed by bounded time delays and disturbances.
With the projective synchronization, the network structure will be identified and the problem of bounded time delays can be solved.
Moreover, it is supposed to undergo unknown faults, which cause the plant input components to be stuck at some uncertain but bounded time functions.
Similar(26)
The uncertainty is norm bounded time-varying.
We consider a trajectory following problem for a class of smooth bounded time-varying vector reference signals.
A novel representation of nonlinear input function, that is, a linear input with bounded time-varying coefficient, is firstly established.
The output stabilization problem for a linear system with an unknown bounded time-varying input delay is considered.
For NMASs with identical linear agents and bounded time-varying communication delays, necessary and sufficient conditions of the consensus are provided.
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