In microlocal analysis, it is one of the main subjects to give an appropriate formulation of the boundary value problems for hyperfunction or microfunction solutions to a system of linear partial differential equations with analytic coefficients (that is, a coherent (left) $\mathcal{D}$-Module, here in this article, we shall write Module with a capital letter, instead of shea
Dedicated to the memory of my colleague and friend Miguel Ramos, with great admiration Abstract. Let...
We classify the holonomic systems of (micro) differential equations of multiplicity one along the co...
AbstractThis work defines the boundary value of a cohomology class of degree q (0 ≤ q ≤ m −1) valued...
We give a general formulation of boundary value problems in the framework of hyperfunctions both for...
We give a general formulation of boundary value problems in the framework of hyperfunctions both for...
In the framework of algebraic analysis, a general boundary value morphism is defined for any hyperfu...
This is the third of the series of the papers dealing with holonomic sys-tems(*}. A holonomic system...
AbstractThe purpose of this paper is to introduce a "sheaf" of hyperfunctions with Cω-parameters at ...
The notion of mildness for hyperfunctions ([5]) was successfully applied in [6] to the microlocal an...
The notion of mildness for hyperfunctions ([5]) was successfully applied in [6] to the microlocal an...
The book develops "Classical Microlocal Analysis" in the spaces of hyperfunctions and microfunctions...
We give a new criterion for the propagation up to the boundary of the analytic singularities of the ...
The sheaf of F-mild microfunctions is constructed as a microlocalization of the sheaf of F-mild hype...
The sheaf of F-mild microfunctions is constructed as a microlocalization of the sheaf of F-mild hype...
The 1985 Castel vecchio-Pas coli NATO Advanced Study Institute is aimed to complete the trilogy with...
Dedicated to the memory of my colleague and friend Miguel Ramos, with great admiration Abstract. Let...
We classify the holonomic systems of (micro) differential equations of multiplicity one along the co...
AbstractThis work defines the boundary value of a cohomology class of degree q (0 ≤ q ≤ m −1) valued...
We give a general formulation of boundary value problems in the framework of hyperfunctions both for...
We give a general formulation of boundary value problems in the framework of hyperfunctions both for...
In the framework of algebraic analysis, a general boundary value morphism is defined for any hyperfu...
This is the third of the series of the papers dealing with holonomic sys-tems(*}. A holonomic system...
AbstractThe purpose of this paper is to introduce a "sheaf" of hyperfunctions with Cω-parameters at ...
The notion of mildness for hyperfunctions ([5]) was successfully applied in [6] to the microlocal an...
The notion of mildness for hyperfunctions ([5]) was successfully applied in [6] to the microlocal an...
The book develops "Classical Microlocal Analysis" in the spaces of hyperfunctions and microfunctions...
We give a new criterion for the propagation up to the boundary of the analytic singularities of the ...
The sheaf of F-mild microfunctions is constructed as a microlocalization of the sheaf of F-mild hype...
The sheaf of F-mild microfunctions is constructed as a microlocalization of the sheaf of F-mild hype...
The 1985 Castel vecchio-Pas coli NATO Advanced Study Institute is aimed to complete the trilogy with...
Dedicated to the memory of my colleague and friend Miguel Ramos, with great admiration Abstract. Let...
We classify the holonomic systems of (micro) differential equations of multiplicity one along the co...
AbstractThis work defines the boundary value of a cohomology class of degree q (0 ≤ q ≤ m −1) valued...