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Additionally, the KEGG (Kyoto Encyclopedia of Genes and Genomes, [ 42]) database, a knowledge base for systematic analysis of gene functions linking genomic and higher order functional information, was implemented for further functional annotation using the tool DAVID [ 43].
KEGG is a knowledge base for systematic analysis of gene functions, linking genomic information with higher order functional information [ 25].
The aim of the present paper is to discuss the following second order functional differential equation.
For example, Liu [14] studied higher order functional difference equations with p-Laplacian.
In the following, we will extend such results to arbitrary order functional differential equations of neutral type with finite as well as infinite delay.
The Default Mode Network (DMN) is a higher order functional neural network that displays activation during passive rest and deactivation during many types of cognitive tasks.
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The initial pathway information was acquired from KEGG, a knowledge database for the systematic analysis of gene functions, to link genomic information with higher-order functional information [ 21, 22].
We consider the Green's functions and the existence of positive solutions for a second-order functional difference equation with four-point boundary conditions.
This paper is a study of third-order functional boundary value problems (FBVPs) at resonance.
Inequalities for periodic solutions of first-order functional differential equations are obtained.
This note considers a periodic boundary value problem for a second-order functional differential equation.
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