Add to ORKGWe derive the evaluations of certain integrals of Euler type involving generalized hypergeometric series. Further, we establish a theorem on extended beta function, which provides evaluation of certain integrals in terms of extended beta function and certain special polynomials. The possibility of extending some of the derived results to multivariable case is also investigated
We present a biorthogonal process for two subspaces of C . Applying this process, we derive a matrix...
In this short note, we present a simplified (but slower) version Clapoti of Clapotis, whose full des...
In recent years nonlinear problems have several methods to be solved and utilize a well-known analyt...
We prove necessary optimality conditions of Euler-Lagrange type for a problem of the calculus of var...
Dec. 2015: see the added footnote on page 7International audienceThe theory of the λ-calculus with e...
We give accurate estimates of the constants Cn(A(I),x) appearing in direct inequalities of the form ...
The Riemann zeta function ζ(s) is one of the most fundamental functions in number theory. Euler demo...
We firstly examine some inequalities obtained by using sets of complex-valued functions for function...
-We provide a short and simple proof of an uncertainty principle associated with the quaternion line...
We obtain the general solution of Euler-Lagrange-Rassias quartic functional equation of the followin...
AbstractWe show that the use of generalized multivariable forms of Hermite polynomials provide a use...
We consider recurrence relations for the polynomials orthonormal with respect to the Sobolev-type in...
A collocation method based on the Bernstein polynomials defined on the interval [a, b] is developed ...
We prove Caccioppoli type estimates and consequently establish local Hölder continuity for a class o...
We propose a new extended G family of distributions. Some of its structural properties are derived a...
We present a biorthogonal process for two subspaces of C . Applying this process, we derive a matrix...
In this short note, we present a simplified (but slower) version Clapoti of Clapotis, whose full des...
In recent years nonlinear problems have several methods to be solved and utilize a well-known analyt...
We prove necessary optimality conditions of Euler-Lagrange type for a problem of the calculus of var...
Dec. 2015: see the added footnote on page 7International audienceThe theory of the λ-calculus with e...
We give accurate estimates of the constants Cn(A(I),x) appearing in direct inequalities of the form ...
The Riemann zeta function ζ(s) is one of the most fundamental functions in number theory. Euler demo...
We firstly examine some inequalities obtained by using sets of complex-valued functions for function...
-We provide a short and simple proof of an uncertainty principle associated with the quaternion line...
We obtain the general solution of Euler-Lagrange-Rassias quartic functional equation of the followin...
AbstractWe show that the use of generalized multivariable forms of Hermite polynomials provide a use...
We consider recurrence relations for the polynomials orthonormal with respect to the Sobolev-type in...
A collocation method based on the Bernstein polynomials defined on the interval [a, b] is developed ...
We prove Caccioppoli type estimates and consequently establish local Hölder continuity for a class o...
We propose a new extended G family of distributions. Some of its structural properties are derived a...
We present a biorthogonal process for two subspaces of C . Applying this process, we derive a matrix...
In this short note, we present a simplified (but slower) version Clapoti of Clapotis, whose full des...
In recent years nonlinear problems have several methods to be solved and utilize a well-known analyt...