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Such development of cell chip technology could make it readily applicable to functional genomics and chemogenomics.
The work has been extended to quadratic functional equations.
This above theory is related to the functional equations.
The method is applicable to elliptic equations in rectangular domains with general boundary condition.
For the proof we modify the approach to make it applicable to relativistic equations.
It is clear that Theorem 3.2 is not applicable to homogeneous equations: (3.10).
We expected that the SNPs located on the candidate functional sites of proteins would be applicable to gene functional analysis and molecular marker-assisted selection as functional markers.
However, the corresponding results in [3, 7, 12, 14, 17, 18] are not applicable for the functional equation (4.4).
Unfortunately, the construction of a Lyapunov-Krasovskii functional for autonomous equation (2) given in [14] to prove Theorem 1 is not applicable to nonautonomous equation (5).
Theorem B is applicable to equations with constant coefficients only.
This work flow is applicable to the common equations of state in chemical and petroleum industries.
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