Add to ORKGWe introduce a distributional kernel Kα,β,γ,ν which is related to the operator ⊕k iterated k times and defined by ⊕k = [(∑pr=1 ∂2/∂x2r)4 − ( ∑p+q j=p+1 ∂2/∂
In this paper we explore the possibility to merge the world of Compositional Distributional Semant...
In this paper we explore the possibility to merge the world of Compositional Distributional Semant...
We study the spectrum of the distributional kernel Kα,β(x), where α and β are complex numbers and x ...
In this note we establish the distributional eonvolution produets of the form (P ± iD)> ' *...
The purpose of this paper is to obtain a relation between the distribution δ(2j)(r) and the operator...
AbstractLet H′ be either the space K′1 of distributions of exponential growth or the space S′ of tem...
AbstractIn this paper, we study the distribution eαt◊kδ where ◊k is introduced and named as the Diam...
AbstractWe characterize those tempered distributions which are S′-convolvable with a given class of ...
AbstractIn this note we give a sense to certain kinds of distribution δ(k)(P ± i0 − m2) using essent...
AbstractWe introduce the distribution eαt□kδ where □k is an ultra-hyperbolic operator iterated k tim...
Abstract. We study the spectrum of the distributional kernel Kα,β(x), where α and β are complex numb...
Abstract. We study the spectrum of the distributional kernel Kα,β(x), where α and β are complex numb...
Convolution product of periodic distributions and the Dirichlet problem on the unit dis
We study the convolution operator $T^z$ with the distribution kernel given by analytic continuation ...
AbstractIn this paper we investigate the distributional Chébli–Trimèche transforms. We use the so-ca...
In this paper we explore the possibility to merge the world of Compositional Distributional Semant...
In this paper we explore the possibility to merge the world of Compositional Distributional Semant...
We study the spectrum of the distributional kernel Kα,β(x), where α and β are complex numbers and x ...
In this note we establish the distributional eonvolution produets of the form (P ± iD)> ' *...
The purpose of this paper is to obtain a relation between the distribution δ(2j)(r) and the operator...
AbstractLet H′ be either the space K′1 of distributions of exponential growth or the space S′ of tem...
AbstractIn this paper, we study the distribution eαt◊kδ where ◊k is introduced and named as the Diam...
AbstractWe characterize those tempered distributions which are S′-convolvable with a given class of ...
AbstractIn this note we give a sense to certain kinds of distribution δ(k)(P ± i0 − m2) using essent...
AbstractWe introduce the distribution eαt□kδ where □k is an ultra-hyperbolic operator iterated k tim...
Abstract. We study the spectrum of the distributional kernel Kα,β(x), where α and β are complex numb...
Abstract. We study the spectrum of the distributional kernel Kα,β(x), where α and β are complex numb...
Convolution product of periodic distributions and the Dirichlet problem on the unit dis
We study the convolution operator $T^z$ with the distribution kernel given by analytic continuation ...
AbstractIn this paper we investigate the distributional Chébli–Trimèche transforms. We use the so-ca...
In this paper we explore the possibility to merge the world of Compositional Distributional Semant...
In this paper we explore the possibility to merge the world of Compositional Distributional Semant...
We study the spectrum of the distributional kernel Kα,β(x), where α and β are complex numbers and x ...