Add to ORKGWe study the Hankel transformation and Hankel convolution on spaces of distributions with exponential growth
ABSTRACT. A classical Fock space consists of functions of the form, (0, 1,..., Cq), where 0 e C and ...
AbstractIn this paper we investigate the distributional Chébli–Trimèche transforms. We use the so-ca...
AbstractLet H′ be either the space K′1 of distributions of exponential growth or the space S′ of tem...
We investigate the Hankel transformation and the Hankel convolution on new spaces of generalized fun...
We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow growth
Abstract. We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow...
Abstract. We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow...
Abstract. We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow...
summary:In this paper we study Beurling type distributions in the Hankel setting. We consider the sp...
AbstractIn this paper we study the Hankel convolution operators on the space of even and entire func...
AbstractIn this note the Hankel transformation on a new class of generalized functions of Colombeau ...
AbstractWe consider the spaces of convolution operators and multipliers of the spaces D′Lp, 1 ≤ P < ...
AbstractWe consider the spaces of convolution operators and multipliers of the spaces D′Lp, 1 ≤ P < ...
ABSTRACT. A classical Fock space consists of functions of the form, (0, 1,..., Cq), where 0 e C and ...
ABSTRACT. A classical Fock space consists of functions of the form, (0, 1,..., Cq), where 0 e C and ...
ABSTRACT. A classical Fock space consists of functions of the form, (0, 1,..., Cq), where 0 e C and ...
AbstractIn this paper we investigate the distributional Chébli–Trimèche transforms. We use the so-ca...
AbstractLet H′ be either the space K′1 of distributions of exponential growth or the space S′ of tem...
We investigate the Hankel transformation and the Hankel convolution on new spaces of generalized fun...
We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow growth
Abstract. We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow...
Abstract. We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow...
Abstract. We define a new generalized Hankel convolution on the Zemanian distribution spaces of slow...
summary:In this paper we study Beurling type distributions in the Hankel setting. We consider the sp...
AbstractIn this paper we study the Hankel convolution operators on the space of even and entire func...
AbstractIn this note the Hankel transformation on a new class of generalized functions of Colombeau ...
AbstractWe consider the spaces of convolution operators and multipliers of the spaces D′Lp, 1 ≤ P < ...
AbstractWe consider the spaces of convolution operators and multipliers of the spaces D′Lp, 1 ≤ P < ...
ABSTRACT. A classical Fock space consists of functions of the form, (0, 1,..., Cq), where 0 e C and ...
ABSTRACT. A classical Fock space consists of functions of the form, (0, 1,..., Cq), where 0 e C and ...
ABSTRACT. A classical Fock space consists of functions of the form, (0, 1,..., Cq), where 0 e C and ...
AbstractIn this paper we investigate the distributional Chébli–Trimèche transforms. We use the so-ca...
AbstractLet H′ be either the space K′1 of distributions of exponential growth or the space S′ of tem...