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First, we recall some basic concepts and notations.
For convenience, we first recall some basic concepts and notations.
In Section 2, some basic concepts and notations about fractional derivative for interval functions are introduced.
To begin with, we will briefly introduce some basic concepts and notations of the Bell polynomials.
In Section 2, we introduce basic concepts and notations to understand this work.
As preliminaries, we recall some basic concepts and notations about interval analysis and interval-valued differential equations.
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In Section 2, we introduce some basic concepts and notation of reachability and game theory.
No advanced know-how is required to understand this analysis; elementary set theory suffices (Cf. http://en.wikipedia.org/wiki/Set_theory – basic concepts and notation).
Throughout this paper, we denote (mathbb{R}^_{0} = [0, +infty)) and (mathbb{N}_{0} = mathbb{N} cup{0}), where (mathbb{N}) is the set of all positive integers. First, we recall some basic concepts and notation. The concept of b-metric was introduced by Czerwik [1] as a generalization of metric (see also Bakhtin [2, 3]) to extend the celebrated Banach contraction mapping principle.
We briefly review some basic concepts and outline the notation introduced in Huang et al. (2009).
Basic concepts and procedures need change.
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basic preliminaries and notations
basic concepts and things
basic results and notations
basic concepts and skills
basic concepts and principles
basic concepts and presents
basic definitions and notations
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basic concepts and lemmas
basic functions and notations
basic concepts and tools
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basic facts and notations
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