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Its principle is given in Figure 4.
This principle is given by the next theorem.
In this paper, first, the proposed hydraulic actuation principle is given in detail.
A proof of principle is given for two very different test problems.
Numerical evidence for the quality of the proposed principle is given.
The thermal gradient for microfluidic gradient PCR is produced by an innovative fin design whose formation principle is given.
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One of the celebrated generalizations of the Banach contraction (mapping) principle was given by Geraghty [1].
In particular, one of the interesting generalizations of the Banach contraction mapping principle was given by Geraghty [1].
One of the interesting generalizations of this basic principle was given by Kirk et al. [1] in 2003 by introducing the following notion of cyclic representation.
Another interesting generalization of the Banach contraction mapping principle was given by Kirk et al. [13] via a cyclic mapping (see, e.g., [14 16]).
One of the interesting generalizations of the Banach contraction principle was given by Kirk et al. [5] in 2003 by introducing the notion of cyclic representation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com