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Considering the above referenced papers, the robustness of approximation of the stochastic GRNs with leakage delays, distributed delays, and probabilistic measurement delays has not been tackled.
Details regarding the eight mines, the data upon which the NIOSH/NCI exposure assessment was based, and the methods employed, may be found in the above referenced papers.
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The referenced papers give this history.
Referencing is important because a poorly referenced paper will lead to lower grades.
In addition, we avoid referencing papers published by the OMICS Group.
As an illustration of the widely differing methods currently being used, one of the above-referenced papers used Illumina sequencing data processed with the Short Oligonucleotide Analysis Package (SOAP) pipeline [ 2] whereas the other group used Illumina sequencing data processed with the Genome Analysis Toolkit (GATK) pipeline [ 1].
However, different from the above references, in this paper we develop pinning synchronization RDNNs with general coupling matrices and coupled unknown time-varying parameters.
Motivated by the above references, in this paper, one attempts to make use of a Nehari manifold to study the multiplicity and minimality of periodic solutions to difference systems.
The above referenced is again a good column.
Inspired by the above references, the purpose of this paper is to study the following more general nonhomogeneous boundary value problems: { − u ″ ( t ) = λ h ( t ) f ( u ( t ) ), u ( 0 ) = 0, u ( 1 ) − ∑ i = 1 m − 2 k i u ( ξ i ) = μ ∫ 0 1 g ( u ( s ) ) d s, (1).
In the light of the above references, our main aim in this paper is to extend these studies to the lexicographic product over Γ ( S M ).
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