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In Section 2, we introduce the channel models and the basic notation and definitions.
In this section, we present some basic notation and definitions from fractional calculus and well-known results which are important for our further investigation.
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In Section 2, we collect some basic notations and definitions.
In Section 2, we introduce the basic notations and definitions.
Moreover, basic notations and definitions of majorization theory can be found in Appendix 1.
For the very beginning we present some basic notations and definitions.
In "Preliminaries", the basic notations and definitions of the integral equations and the artificial neural networks are briefly presented.
In this section, we give some basic notations and definitions that will be used in the sequel.
To discuss the APSs on time scales, some basic notations and definitions are needed, and most of them can be found in [10].
The remaining part of this section contains summary to some of the basic notations and definitions in delta and nabla calculus.
We denote by B x, r) and S x, r) the open ball, respectively sphere, in ℝ n with center x and radius r > 0. We adopt the basic notation, terminology and definitions related to quasiconformal maps from [2].
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