Add to ORKGABSTRACT. A class of generalized functions, called periodic Boehmians, on the unit circle, is studied. It is shown that the class of Boehmians contain all Beurling distributions. An example of a hyperfunctlon that Is not a Boehmian is given. Some growth conditions on the Fourier coefficients of a Boehmlan are given. It is shown hat the Boehmians, with a given complete metric topological vector space topology, is not locally bounded
We extend the wavelet transform to the space of periodic Boehmians and discuss some of its propertie...
ABSTRACT. A class of generalized functions called transformable Boehmians contains a proper subspace...
ABSTRACT. A class of generalized functions called transformable Boehmians contains a proper subspace...
ABSTRACT. A class of generalized functions, called periodic Boehmians, on the unit circle, is studie...
A class of generalized functions, called periodic Boehmians, on the unit circle, is studied. It is s...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
We introduce some spaces of generalized functions that are defined as generalized quotients and Boeh...
. The paper deals with almost periodic functions which are limits of sequences of continuous periodi...
The almost periodic functions form a natural example of a non-separable normed space. As such, it ha...
This paper deals with a correspondence between the periodic distributions and holomorphic functions....
The almost periodic functions form a natural example of a non-separable normed space. As such, it ha...
We extend the wavelet transform to the space of periodic Boehmians and discuss some of its propertie...
ABSTRACT. A class of generalized functions called transformable Boehmians contains a proper subspace...
ABSTRACT. A class of generalized functions called transformable Boehmians contains a proper subspace...
ABSTRACT. A class of generalized functions, called periodic Boehmians, on the unit circle, is studie...
A class of generalized functions, called periodic Boehmians, on the unit circle, is studied. It is s...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
A new class of generalized functions is introduced. The objects are defined as convolution quotients...
We introduce some spaces of generalized functions that are defined as generalized quotients and Boeh...
. The paper deals with almost periodic functions which are limits of sequences of continuous periodi...
The almost periodic functions form a natural example of a non-separable normed space. As such, it ha...
This paper deals with a correspondence between the periodic distributions and holomorphic functions....
The almost periodic functions form a natural example of a non-separable normed space. As such, it ha...
We extend the wavelet transform to the space of periodic Boehmians and discuss some of its propertie...
ABSTRACT. A class of generalized functions called transformable Boehmians contains a proper subspace...
ABSTRACT. A class of generalized functions called transformable Boehmians contains a proper subspace...