The investigation in the present paper is to obtain certain types of relations for the well known hypergeometric functions by employing the technique of fractional derivative and integral
Fractional calculus is allowing integrals and derivatives of any positive order (the term 'fractiona...
AbstractThe main object of the present paper is to derive a number of key formulas for the fractiona...
AbstractThe main object of the present paper is to derive a number of key formulas for the fractiona...
In the paper, the analytical forms of fractional order derivatives of sinusoidal function according ...
In a previous article, first and last researchers introduced an extension of the hypergeometric func...
Based upon the classical derivative and integral operators we introduce a new symbolic operational i...
. We present relatively simple and direct proofs of the integral representations established recentl...
The fractional calculus of special functions has significant importance and applications in various ...
Abstract. In the present paper we first establish some basic re-sults for a substantially more gener...
In this paper, we establish a new hypergeometric transformation involving Gauss function using fract...
AbstractWe propose a unified approach to the so-called Special Functions of Fractional Calculus (SFs...
This paper is concerned with applications of the arbitrary order derivintegrals of generalized hyper...
Abstract: The subject of fractional calculus and its applications (that is, calculus of integrals an...
This paper investigates the composition structures of certain fractional integral operators whose ke...
WOS: 000431910400002In this paper, we present further generalizations of the beta function; Riemann-...
Fractional calculus is allowing integrals and derivatives of any positive order (the term 'fractiona...
AbstractThe main object of the present paper is to derive a number of key formulas for the fractiona...
AbstractThe main object of the present paper is to derive a number of key formulas for the fractiona...
In the paper, the analytical forms of fractional order derivatives of sinusoidal function according ...
In a previous article, first and last researchers introduced an extension of the hypergeometric func...
Based upon the classical derivative and integral operators we introduce a new symbolic operational i...
. We present relatively simple and direct proofs of the integral representations established recentl...
The fractional calculus of special functions has significant importance and applications in various ...
Abstract. In the present paper we first establish some basic re-sults for a substantially more gener...
In this paper, we establish a new hypergeometric transformation involving Gauss function using fract...
AbstractWe propose a unified approach to the so-called Special Functions of Fractional Calculus (SFs...
This paper is concerned with applications of the arbitrary order derivintegrals of generalized hyper...
Abstract: The subject of fractional calculus and its applications (that is, calculus of integrals an...
This paper investigates the composition structures of certain fractional integral operators whose ke...
WOS: 000431910400002In this paper, we present further generalizations of the beta function; Riemann-...
Fractional calculus is allowing integrals and derivatives of any positive order (the term 'fractiona...
AbstractThe main object of the present paper is to derive a number of key formulas for the fractiona...
AbstractThe main object of the present paper is to derive a number of key formulas for the fractiona...
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