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However, satisfying this criterion guarantees only that the connection will fail at a larger rotation level, but it does not guaranty that the eventual failure mode of the connection or of the frame will be ductile.
This criterion guarantees the probability of false positives of ≤0.001.
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In this paper we also discuss a relaxed version of this criterion, which guarantees the absence of "high-frequency" periodic solutions, whose frequencies lie beyond a certain bounded interval.
The RIP criterion guarantees that the sparse signal can be recovered exactly from the measurements.
In particular, the proposed criterion guarantees the absence of periodic solutions that are considered to be undesirable in synchronization systems.
Moreover, the developed H∞ criterion guarantees that the influence of external disturbance is as small as possible.
The seminal work by Kramer and Magee [15] proposed and proved that the quiescence criterion guarantees the system consistency over the update process.
The first criterion guarantees a sequential or order-dependent matching because 3D domain swapping itself does not affect the sequential order of SSEs in a protein structure.
This approach offers an easy tuning, criterion by criterion, guaranteeing optimal results.
A criterion guaranteeing asymptotic stability of non-conservative, linear gyroscopic systems is derived.
A sufficient criterion guaranteeing the existence and exponential stability of the involved model is presented by utilizing mathematic analysis methods and Lyapunov ideas.
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