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In Figure 2 the images for which we present some experimental results are presented.
This requires solving large-scale quadratic programs with discrete variables for which we present a novel penalization-smoothing scheme.
It is based on least-squares analysis of reaction flux adjustments to disturbances, for which we present an analytic solution.
Within a sample there is a large number of sources without counterparts, or of an unidentified type, for which we present color-magnitude diagrams.
It lies in the expertise of a security operator to assess a potential local impact of those threats, for which we present examples in Section 4.2.2.
In particular, reference is made to the nonlinear static analysis of structures containing shear walls, for which we present a dedicated shell element.
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(1.4) Very recently, Salhin et al. [22] established several oscillation criteria for (1.1) by using a generalized Riccati transformation, some of which we present below for convenience of the reader.
To establish oscillation criteria for (1.1), [2] obtained various oscillation theorems by using some lemmas, one of which we present below for the convenience of the reader.
Li and Sheng [8] established several integral inequalities and studied the boundedness properties of some nonlinear dynamic equations, one of which we present below for convenience of the reader.
From this resulted an overarching model for programmatic assessment, which we present in this paper.
This observation is quite important, especially when we study the minimum time requirement (minimum ) for sensing the PU, which we present in the later sections.
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