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Table 1 verifies the good stability of the numerical solutions.
v 1 verifies the source, and calculates the delay time.
Moreover, Table 1 verifies that SSLME performs the best in comparison to other algorithms in the family.
We will show that Φ 1 verifies a contraction condition while Φ 2 is a compact operator.
In all of the above cases, h ∈ A. For every x ∈ [ h, 1 ] ∩ X, Lemma 1 verifies that F h ( x ) is nonempty.
v 0 detects a traffic event, and propagates immediately a warning message: Warn#0 v0, GPS v 0, Speed v 0, Event k, Tstamp 0), Sign(Warn 0, SK v 0), Cert v 0. Warn#0 v0, GPS v 0, Speed v 0, Event k, Tstamp 0), Sign(Warn 0, SK v 0), Cert v 0. v 1 verifies the source, and calculates the delay time.
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Quantitative analysis summarized in Table 1 verified these observations.
Condition-1 verifies that an eye is open when this ratio is greater than a threshold value.
Figure 6 verifies this fact.
Section 6 verifies the proposed theoretical model via ns2 simulations.
Reference [30] verifies the convergence of the algorithm.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com