[PDF] Top 20 Fractional Integral Formulae Involving the Srivastava-Daoust Functions and the Multivariable Gimel-function
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Fractional Integral Formulae Involving the Srivastava-Daoust Functions and the Multivariable Gimel-function
... our fractional formulae lies in their manifold ...generalized Srivastava-Daoust function and making every use by Srivastava and Daout [6,7], our formulae can be reduced to ... See full document
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Fractional integral formulae involving the Srivastava-Daoust functions and the multivariable Aleph-function
... the Srivastava-Daoust functions occuring on the left-hand side in series form given by ...the multivariable Aleph-function by its Mellin-Barnes contour integral ... See full document
8
Some Finite Series for Generalized Multivariable Gimel-Function
... series formulae lies in their manifold ...generalized multivariable Gimel-function, we get a several fractional integral formulae involving in remarkably wide ... See full document
9
Certain fractional q-derivative integral formulae for the basic analogue of multivariable H-function
... of multivariable H-function, we obtain a large number of results involving remarkably wide variety of useful basic functions ( or product of such basic functions) which are expressible ... See full document
6
Eulerian Integral Associated with Product of Two Multivariable Gimel-Functions, and Special Functions of Several Variables II
... integrals involving various special functions and ...and Srivastava [6], Saigo and Saxena [7], Srivastava and Hussain [11], Srivastava and Garg [10] and other have studied the Eulerian ... See full document
9
Eulerian Integral Associated with Product of Two Multivariable Gimel-Functions, and Special Functions of Several Variables I
... integrals involving various special functions and ...and Srivastava [2], Saigo and Saxena [8], Srivastava and Hussain [12], Srivastava and Garg [11] and other have studied the Eulerian ... See full document
11
On a Fractional Differential Operator Involving Multivariable Gimel-Function and Product of General Class of Polynomials
... the multivariable Gimel-function, we get several fractional differential operators involving remarkably wide variety of useful functions ( or product of such functions) ... See full document
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Some Fractional Derivatives of Multivariable Gimel-Function
... The fractional derivative formulae involving in this paper are double fold generality in term of ...these formulae can suitably be applied to derive the corresponding results involving ... See full document
8
Some Fractional Derivatives of the Multivariable Gimel-Function
... The fractional derivative formulae involving in this paper are double fold generality in term of ...these formulae can suitably be applied to derive the corresponding results involving ... See full document
10
On general Eulerian integral of certain products of two multivariable Aleph-functions and a class of multivariable polynomials
... Eulerian integral involving the product of two multivariable Aleph- function, a class of multivariable polynomials defined by Srivastava et al [4] and a generalized ... See full document
13
Pathway Fractional Integral Operator and Its Composition with Gimel Functions
... various fractional integral operators, generalized polynomial and multivariable Gimel-function are general in ...generalized multivariable Gimel-function and class ... See full document
6
Some Finite Double Integral Formulae Involving Generalized Multivariable Gimel-Function
... generalized multivariable Gimel-function, we get a several formulae involving remarkably wide variety of useful functions ( or product of such functions) which are ... See full document
11
Boros Integral involving the multivariable Gimel-function I
... in multivariable Gimel-function, we obtain a large number of results involving remarkably wide variety of useful special functions ( or product of such special functions) which ... See full document
12
A Finite Double Integral Involving a General Multivariable Polynomial and Multivariable Gimel-Function
... generalized multivariable polynomials, we obtain a large number of formulae involving simpler special functions ( ultraspherical -Gegenbauer, Legendre, Tchebyshev, Batemanโs, Hermite, Laguerre ... See full document
10
On general Eulerian integral of certain products of I-functions and multivariable A-function
... the multivariable A-function in serie with the help of ...contour integral with the help of the equation ...hypergeometric function in Mellin-Barnes contour integral with the help of ... See full document
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3. Subordination and superordination for functions based on Dziok-Srivastava linear operator
... which is independent on ๐ข. Hence ๐ is an equicontinuous mapping on ๐. By the assumption of the theorem we can show that ๐ is a univalent function (see [17]). The Arzela-Ascoli theorem yields that every sequence of ... See full document
12
A general Eulerian integral associated with product of three multivariable Aleph-functions
... the multivariable I-function defined by Sharma and Ahmad [2] , itself is an a generalisation of G and H-functions of several variables defined by Srivastava et al ...Mellin-Barnes ... See full document
14
A general Eulerian integral associated with product of two multivariable Aleph-functions
... the multivariable A-function in serie with the help of ...contour integral with the help of the equation ...hypergeometric function in Mellin-Barnes contour integral with the help of ... See full document
13
Selberg integral involving the sequence of functions,a class of pol,ynomials , a multivariable I-function and a multivariable A-function
... of functions in serie with the help of equation (2.1), the -function of r-variables in series with the help of equation ...contour integral with the help of equation ...the integral and the ... See full document
10
On Certain Integrals Involving Spheroidal, Mathieu and Multivariable Gimel- Functions
... integrals involving spheroidal and modified Mathieu functions can also be obtained from ...the multivariable Gimel-function. This function can be suitably specialized to a ... See full document
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