We consider the functional equation f(z+σ)−f(z) = g(z) where σ is a complex number, f and g are entire functions of a complex variable z, with growth conditions. We prove the existence of certain types of solutions of this equation by an a priori estimate method in certain weighted L2-spaces
In this paper, we investigate the growth and the complex oscillation theory of the linear differenti...
We study the sum of weighted Lebesgue spaces, by considering an abstract measure space and the Nemyt...
The study of entire \ud functions is of central importance in complex function theory. We \ud ...
We consider the functional equation f(z+σ)−f(z) = g(z) where σ is a complex number, f and g are ent...
In this paper, we prove that infinite-dimensional vector spaces of α-dense curves are generated by m...
We study estimates for the solution of the equation $\bar{\partial} u=f$ in one variable. The new in...
We study estimates for the solution of the equation du=f in one variable. The new ingredient is the ...
On a sum form functional equation containing three unknown mappings Abstract. The general solutions ...
AbstractWe give uniform estimates in the whole complex plane of entire functions of exponential type...
A space of entire functions of several complex variables rapidly decreasing on Rn and such that thei...
AbstractIn this note we prove the existence of a family of basic solutions of the complex functional...
AbstractThis paper is devoted to studying the growth of solutions of equations of type f″+h(z)eazf′+...
AbstractConditions for the existence of a solution of exponential type τ to the equation ƒ″(z) + aƒ′...
AbstractThe purpose of this article is to construct complete interpolating sequences for special spa...
AbstractBy utilizing Nevanlinna's value distribution theory of meromorphic functions, we solve the t...
In this paper, we investigate the growth and the complex oscillation theory of the linear differenti...
We study the sum of weighted Lebesgue spaces, by considering an abstract measure space and the Nemyt...
The study of entire \ud functions is of central importance in complex function theory. We \ud ...
We consider the functional equation f(z+σ)−f(z) = g(z) where σ is a complex number, f and g are ent...
In this paper, we prove that infinite-dimensional vector spaces of α-dense curves are generated by m...
We study estimates for the solution of the equation $\bar{\partial} u=f$ in one variable. The new in...
We study estimates for the solution of the equation du=f in one variable. The new ingredient is the ...
On a sum form functional equation containing three unknown mappings Abstract. The general solutions ...
AbstractWe give uniform estimates in the whole complex plane of entire functions of exponential type...
A space of entire functions of several complex variables rapidly decreasing on Rn and such that thei...
AbstractIn this note we prove the existence of a family of basic solutions of the complex functional...
AbstractThis paper is devoted to studying the growth of solutions of equations of type f″+h(z)eazf′+...
AbstractConditions for the existence of a solution of exponential type τ to the equation ƒ″(z) + aƒ′...
AbstractThe purpose of this article is to construct complete interpolating sequences for special spa...
AbstractBy utilizing Nevanlinna's value distribution theory of meromorphic functions, we solve the t...
In this paper, we investigate the growth and the complex oscillation theory of the linear differenti...
We study the sum of weighted Lebesgue spaces, by considering an abstract measure space and the Nemyt...
The study of entire \ud functions is of central importance in complex function theory. We \ud ...
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