Add to ORKGIn this paper a Calderón-type reproducing formula for q-Bessel convolution is estab-lished using the theory of q-Bessel Fourier transform [13, 17], obtained in Quantum calculus. RESUMEN En este trabajo se prueba una fórmula de tipo Calderón para convolución q-Bessel, usando la teoŕıa de q-Bessel transformada de Fourier [13, 17], obtenida en cálculo cuántico
We define q-analogues of Fourier-Bessel series, by means of complete q- orthogonal systems construc...
Calderón-type reproducing formula for Hankel convolution is established using the the
AbstractSeveral q-analogues of certain integral transforms have been recently investigated by many a...
<p>In this article, we give a new harmonic analysis associated with the generalized q-Bessel operato...
AbstractThis paper establishes a Paley–Wiener theorem related to the q-Bessel transform and gives th...
The main purpose of this paper is to evaluate q-Sumudu transforms of a product of q-Bessel function...
AbstractA generalized convolution # on the half-line corresponding to the Bessel differential operat...
[[abstract]]In this paper we give the q-analogue of the higher-order Bessel opera- tors studied by M...
AbstractWe study fractional transforms associated with q-Bessel operator which is useful to inverse ...
Mathematics Subject Classification: 42A38, 42C40, 33D15, 33D60This paper aims to study the q-wavelet...
Abstract. We make a brief survey of orthogonal polynomials which are not included in the Askey schem...
AbstractIn this paper we study the q-analogue of the jα Bessel function (see (1)) which results afte...
q analog of bessel functions, symmetric under the interchange of q and q^ −1 are introduced. The def...
AbstractNew asymptotic expansions are given for the q-gamma function, the q-exponential functions, a...
The Beverton–Holt model is a classical population model which has been considered in the literature ...
We define q-analogues of Fourier-Bessel series, by means of complete q- orthogonal systems construc...
Calderón-type reproducing formula for Hankel convolution is established using the the
AbstractSeveral q-analogues of certain integral transforms have been recently investigated by many a...
<p>In this article, we give a new harmonic analysis associated with the generalized q-Bessel operato...
AbstractThis paper establishes a Paley–Wiener theorem related to the q-Bessel transform and gives th...
The main purpose of this paper is to evaluate q-Sumudu transforms of a product of q-Bessel function...
AbstractA generalized convolution # on the half-line corresponding to the Bessel differential operat...
[[abstract]]In this paper we give the q-analogue of the higher-order Bessel opera- tors studied by M...
AbstractWe study fractional transforms associated with q-Bessel operator which is useful to inverse ...
Mathematics Subject Classification: 42A38, 42C40, 33D15, 33D60This paper aims to study the q-wavelet...
Abstract. We make a brief survey of orthogonal polynomials which are not included in the Askey schem...
AbstractIn this paper we study the q-analogue of the jα Bessel function (see (1)) which results afte...
q analog of bessel functions, symmetric under the interchange of q and q^ −1 are introduced. The def...
AbstractNew asymptotic expansions are given for the q-gamma function, the q-exponential functions, a...
The Beverton–Holt model is a classical population model which has been considered in the literature ...
We define q-analogues of Fourier-Bessel series, by means of complete q- orthogonal systems construc...
Calderón-type reproducing formula for Hankel convolution is established using the the
AbstractSeveral q-analogues of certain integral transforms have been recently investigated by many a...