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From preliminary calculus and the definition of in (15), the equation (95) can be simplified as follows: (97). in which (98). and for we have (99).
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Thus, he provided preliminary concept of infinitesimal calculus.
This section is devoted to some preliminary concepts of fractional calculus and multivalued analysis.
In Section 2, we state some basic concepts, notations and preliminary results about fractional calculus.
In this section we introduce some notation, definitions and preliminary results from fractional calculus.
In Section 2 we present some related preliminary material from fractional calculus and multivalued analysis.
Also, we present definitions and preliminary facts of fractional calculus in abstract spaces.
In Section 2, we state some basic concepts, notations and preliminary results about fractional calculus and measure of noncompactness.
The present paper is organized as follows: We will briefly give some fundamentals and preliminary results on fractional calculus and multivalued maps in Section 2.
In this section, we will introduce some notations, definitions and preliminary facts on fractional calculus which are used throughout this paper.
In this section, we provide the definitions with some preliminary concept of fractional calculus which will be the bases for the construction of a fractional mask.
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