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By means of appropriate examples we also show that the aforementioned restriction is essential.
Along both examples, we also plot several approximate transfer functions determined by the zero-pole interpolation of Section 6.
With the aid of some practical examples, we also show the uses of the properties addressing a few hidden assumptions in current practice.
In these examples, we also construct the corresponding Lyapunov function; however, it is not necessary for verifying the stability or instability condition.
In the numerical examples, we also combine the newly developed reconstructions with the following two non-linear limiters: (a) UNO limiter.
In the following examples we also restricted residue substitutions by only allowing matches between residues with a substitution score of at least -1 in a BLOSUM62 matrix.
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When our parents are loving, respectful and demanding, we not only follow their example, we also revere it.
For example, we also have the following generalization of Theorem 2.1.
In this example, we also present the impact of the optimization enhancement on the final time domain responses.
In our ZeroCollision example, we also use a schedule size in order to ease comparison with CSMA/CA.
Using an application example, we also show that the proposed methodology can provide high-quality design solutions in low computing time.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com