We show that the diffusion limit of the master equations recovers the fractional partial differential equation of interest.
This work is devoted to the analysis of a finite volume method recently proposed for the numerical computation of a class of non-homogenous systems of partial differential equations of interest in fluid dynamics.
We believe that this new diagnostic tool will prove very useful in future studies of many more OSLH differential equations of interest to theoretical physicists and applied mathematicians.
To make LDPC codes work in harmony with the noncoherent differential decoder of interest, here we develop a convergence-constraint density evolution method.
However, the same technique can be applied to other nonlinear ordinary differential equations of interest for which their analytic solutions are not available.
Although some differential proteins of interest have been identified, little is known about the functions of these proteins.
The differential protein of interest between the cancer sera and healthy controls was identified with sodium dodecyl sulphate polyacrylamide gel electrophoresis (SDS-PAGE) and tryptic digestion followed by tandem MS fragmentation analysis.
Delay differential equations are of interest in many areas of applications, such as population dynamics, drug administration, automatic control, laser optics, neural networks, economics and others (see for example [1 5]).
Fractional differential equations are of interest in many areas of applications, such as economics, signal identification and image processing, optical systems, aerodynamics, biophysics, thermal system materials and mechanical systems, control theory (see [2 6]).
Scoring allele-specific expression by short read transcriptome sequencing will be widely used whenever allele-specific differential expression is of interest, including quantification of cis-acting regulatory SNP effects [71].
