This paper deals with a correspondence between the periodic distributions and holomorphic functions. Periodic distributions whose “negative” Fourier coefficients are zero are characterised as the boundary values of certain holomorphic functions
The analysis of the dependence of integral operators on perturbations plays an important role in the...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
AbstractA theory for distributional boundary values of harmonic and analytic functions is presented....
ABSTRACT. A class of generalized functions, called periodic Boehmians, on the unit circle, is studie...
ABSTRACT. A class of generalized functions, called periodic Boehmians, on the unit circle, is studie...
A theory for distributional boundary values of harmonic and analytic functions is presented. In this...
AbstractA theory for distributional boundary values of harmonic and analytic functions is presented....
A class of generalized functions, called periodic Boehmians, on the unit circle, is studied. It is s...
We show that the value distribution (complex oscillation) of solutions of certain periodic second or...
Let f be a periodic distribution of period 2π. Let ∑∞n=-∞aneinθ be its Fourier series. We show that ...
We describe classes of temperate distributions with prescribed decay properties at infinity. The def...
Não disponívelOur main aim in this work is to study the regularity of the periodic solutions of diff...
Não disponívelOur main aim in this work is to study the regularity of the periodic solutions of diff...
Abstract. Under reasonable assumptions on the data u, v and the function f, we show that the nonline...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
AbstractA theory for distributional boundary values of harmonic and analytic functions is presented....
ABSTRACT. A class of generalized functions, called periodic Boehmians, on the unit circle, is studie...
ABSTRACT. A class of generalized functions, called periodic Boehmians, on the unit circle, is studie...
A theory for distributional boundary values of harmonic and analytic functions is presented. In this...
AbstractA theory for distributional boundary values of harmonic and analytic functions is presented....
A class of generalized functions, called periodic Boehmians, on the unit circle, is studied. It is s...
We show that the value distribution (complex oscillation) of solutions of certain periodic second or...
Let f be a periodic distribution of period 2π. Let ∑∞n=-∞aneinθ be its Fourier series. We show that ...
We describe classes of temperate distributions with prescribed decay properties at infinity. The def...
Não disponívelOur main aim in this work is to study the regularity of the periodic solutions of diff...
Não disponívelOur main aim in this work is to study the regularity of the periodic solutions of diff...
Abstract. Under reasonable assumptions on the data u, v and the function f, we show that the nonline...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
The analysis of the dependence of integral operators on perturbations plays an important role in the...
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