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The goal of these problems is to construct one or multiple tests to evaluate the test subject.
Therefore, one objective of this paper is to construct one- and two-periodic wave solutions for the extended ((2+1))-dimensional shallow water wave equation (1.1).
Consequently, the core of our analysis is to recreate the full hierarchy of containers and VMs, and to consider events coming from VMs as if they were directly happening in L 0. As shown in Fig. 5, for the simple case of SLVMs, the main objective is to construct one execution flow by fusing those occurring in L 0 and its VMs.
Thus, the major challenge is to construct one phylogeny for a taxonomic group from multiple sources.
Apollonius problem is to construct one or more circles tangent to three given objects in a plane, which may be circles, points, or lines.
The general statement of Apollonius' problem is to construct one or more circles that are tangent to three given objects in a plane, where an object may be a line, a point or a circle of any size.
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An alternative approach would be to construct one PC to represent each functional group (for example, one temperature PC, one precipitation PC, etc).
Our aim was to construct one or more unidimensional scales from the available Pregnancy-QoL items, the validity of which could be explored in further research.
The key idea is to construct a one-to-one transformation between an arbitrary tetragon and the unit square [0,1]2.
Conceptually, the simplest way to synthesize an organic molecule is to construct it one carbon at a time.
Another alternative is to construct independent tests, one for each type of text, as in the Progress in International Reading Literacy Study (Mullis et al., 2012).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com