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Instead of making the threshold non-zero, the correct remedy is to consider the weakest link model to have a finite number of links, each of them representing one finite-size representative volume element of material.
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For every, consider the weak problem (2.19).
We consider the weak solution of the initial value problem for equation (1.3) in this section.
The system should consider the weak classifiers as noise-oversensitive and deduce its weight.
In this paper, we consider the weak fault-hiding goal and stability of the closed loop system.
Second, we consider the weak connection case, where the contact window is short or the transmission bandwidth is limited.
In addition, we consider the weak and moderate interference cases, i.e., the channel gain is smaller than one; |a|≤1.
Next, we consider the weak convergence theorems for equilibrium problems and the fixed points of mappings with condition (B).
Instead of this condition, in order to increase the range of admissible nonlinearities, we consider the weaker assumption (f4).
Thus, we can consider the weak measurement invariance to be a sufficient condition (see Dimitrov 2010; Millsap 2012).
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