AbstractWe prove general results of surjectivity for convolution equations in spaces of entire functions in locally convex spaces. These results improve and partially unify known results due to Berner, Boland, Dwyer, Gupta and Matos. We also obtain results on approximation of solutions
This paper developes further the connections between linear systems and convolution equations. Here ...
This paper developes further the connections between linear systems and convolution equations. Here ...
AbstractWe give some sufficient conditions of deterioration of smoothness under the operation of con...
In the last fifteen years a large amount of results were obtained on convolution equations in normed...
AbstractWe characterize surjectivity of convolution operators on spaces of ultradifferentiable funct...
We prove that the existence of a solution operator for a convolution operator from the space of ultr...
We prove that the existence of a solution operator for a convolution operator from the space of ultr...
$G ⊂ ℂ^N$ is compact and convex it is known for a long time that the nonzero constant coefficients l...
summary:In this paper spaces of entire functions of $\Theta $-holomorphy type of bounded type are in...
Orientador: Mario Carvalho de MatosTese (doutorado) - Universidade Estadual de Campinas, Instituto d...
We consider the convolution operators in spaces of functions which are holomorphic in a bounded conv...
A classical result of Birkhoff states that every nontrivial translation operator on the space H (C) ...
This paper developes further the connections between linear systems and convolution equations. Here ...
AbstractThis paper investigates the regularity of solutions of convolution equations in the frame of...
This paper developes further the connections between linear systems and convolution equations. Here ...
This paper developes further the connections between linear systems and convolution equations. Here ...
This paper developes further the connections between linear systems and convolution equations. Here ...
AbstractWe give some sufficient conditions of deterioration of smoothness under the operation of con...
In the last fifteen years a large amount of results were obtained on convolution equations in normed...
AbstractWe characterize surjectivity of convolution operators on spaces of ultradifferentiable funct...
We prove that the existence of a solution operator for a convolution operator from the space of ultr...
We prove that the existence of a solution operator for a convolution operator from the space of ultr...
$G ⊂ ℂ^N$ is compact and convex it is known for a long time that the nonzero constant coefficients l...
summary:In this paper spaces of entire functions of $\Theta $-holomorphy type of bounded type are in...
Orientador: Mario Carvalho de MatosTese (doutorado) - Universidade Estadual de Campinas, Instituto d...
We consider the convolution operators in spaces of functions which are holomorphic in a bounded conv...
A classical result of Birkhoff states that every nontrivial translation operator on the space H (C) ...
This paper developes further the connections between linear systems and convolution equations. Here ...
AbstractThis paper investigates the regularity of solutions of convolution equations in the frame of...
This paper developes further the connections between linear systems and convolution equations. Here ...
This paper developes further the connections between linear systems and convolution equations. Here ...
This paper developes further the connections between linear systems and convolution equations. Here ...
AbstractWe give some sufficient conditions of deterioration of smoothness under the operation of con...
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