Add to ORKGMathematics Subject Classification: 42A38, 42C40, 33D15, 33D60This paper aims to study the q-wavelets and the continuous q-wavelet transforms, associated with the q-Bessel operator for a fixed q ∈]0, 1[. Using the q-Riemann-Liouville and the q-Weyl transforms, we give some relations between the continuous q-wavelet transform, studied in [3], and the continuous q-wavelet transform associated with the q-Bessel operator, and we deduce formulas which give the inverse operators of the q-Riemann-Liouville and the q-Weyl transforms
AbstractSeveral q-analogues of certain integral transforms have been recently investigated by many a...
[[abstract]]In this paper we give the q-analogue of the higher-order Bessel opera- tors studied by M...
q analog of bessel functions, symmetric under the interchange of q and q^ −1 are introduced. The def...
AbstractWe study fractional transforms associated with q-Bessel operator which is useful to inverse ...
Using the q-harmonic analysis associated with the q-Rubin operator, we study three types of q-wavele...
AbstractIn this paper we study the q-analogue of the jα Bessel function (see (1)) which results afte...
Tyt. z nagłówka.Bibliogr. s. 885-887.We define and study the generalized continuous wavelet transfor...
This paper deals with Al-Salam fractional q-integral operator and its application to certain q-analo...
<p>In this article, we give a new harmonic analysis associated with the generalized q-Bessel operato...
This paper aims to study the q-wavelets and the q-wavelet transforms, using only the q-Jackson integ...
Abstract. We define and study the generalized continuous wavelet transform associated with the Riema...
AbstractWiener used the Poisson kernel for the Hermite polynomials to deal with the classical Fourie...
The main purpose of this paper is to evaluate q-Sumudu transforms of a product of q-Bessel function...
In this paper a Calderón-type reproducing formula for q-Bessel convolution is estab-lished using th...
AbstractThis paper establishes a Paley–Wiener theorem related to the q-Bessel transform and gives th...
AbstractSeveral q-analogues of certain integral transforms have been recently investigated by many a...
[[abstract]]In this paper we give the q-analogue of the higher-order Bessel opera- tors studied by M...
q analog of bessel functions, symmetric under the interchange of q and q^ −1 are introduced. The def...
AbstractWe study fractional transforms associated with q-Bessel operator which is useful to inverse ...
Using the q-harmonic analysis associated with the q-Rubin operator, we study three types of q-wavele...
AbstractIn this paper we study the q-analogue of the jα Bessel function (see (1)) which results afte...
Tyt. z nagłówka.Bibliogr. s. 885-887.We define and study the generalized continuous wavelet transfor...
This paper deals with Al-Salam fractional q-integral operator and its application to certain q-analo...
<p>In this article, we give a new harmonic analysis associated with the generalized q-Bessel operato...
This paper aims to study the q-wavelets and the q-wavelet transforms, using only the q-Jackson integ...
Abstract. We define and study the generalized continuous wavelet transform associated with the Riema...
AbstractWiener used the Poisson kernel for the Hermite polynomials to deal with the classical Fourie...
The main purpose of this paper is to evaluate q-Sumudu transforms of a product of q-Bessel function...
In this paper a Calderón-type reproducing formula for q-Bessel convolution is estab-lished using th...
AbstractThis paper establishes a Paley–Wiener theorem related to the q-Bessel transform and gives th...
AbstractSeveral q-analogues of certain integral transforms have been recently investigated by many a...
[[abstract]]In this paper we give the q-analogue of the higher-order Bessel opera- tors studied by M...
q analog of bessel functions, symmetric under the interchange of q and q^ −1 are introduced. The def...