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Several interesting examples are given.
For applications of Theorem 2.1, this section looks at several interesting examples of approximants.
Several interesting examples of the Legendre functions are presented in [13, 16].
Several interesting examples are given to demonstrate the applications of the proposed method in geometric modeling.
Several interesting examples, including those coming from Rieffel-type deformation as well as the equivariant spectral triples on SUμ(2) and S2μ,c are discussed.
Bivalent ligands generally contain two active centres or pharmacophores that are variably separated by a chemical spacer and there are several interesting examples in the literature.
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The pathway fractional integral operator (12) leads to several other interesting examples such as fractional calculus related to several probability density functions and their applications in statistical theory.
In order to support our theoretical discussions, we consider several interesting numerical examples in this section.
In order to verify our theoretical results and to support our theoretical discussions, we consider several interesting numerical examples.
In order to verify our theoretical results and to support our theoretical discussions, we consider several interesting numerical examples in this section.
In the difference equations there are several interesting development, see for example, [4 6], and [8 16].
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