Add to ORKGThe sheaf of F-mild microfunctions is constructed as a microlocalization of the sheaf of F-mild hyperf unctions introduced previously by the author. Microlocal boundary value problem is formulated in the framework of F-mild microfunctions for microdifferential (i.e. analytic pseudodifferential) operators of Fuchsian type, and the uniqueness of solutions is proved
Abstract. We construct a basis of solutions for a micro-differ-ential equation with Fuchsian singula...
We obtain microlocal analogues of results by L. Hormander about inclusion relations between the rang...
We prove the solvability of boundary value problems for pseudo-differential operators which are semi...
The sheaf of F-mild microfunctions is constructed as a microlocalization of the sheaf of F-mild hype...
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...
To Fuchsian hyperbolic systems, the unique solvability theorem is proved in two cases: (1) hyperfunc...
To Fuchsian hyperbolic systems, the unique solvability theorem is proved in two cases: (1) hyperfunc...
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...
Abstract. To Fuchsian hyperbolic systems, the unique solvabil-ity theorem is proved in two cases: (1...
The book develops "Classical Microlocal Analysis" in the spaces of hyperfunctions and microfunctions...
Abstract. The aim of this paper is to give results of solvability of a class of differential equatio...
The aim of this paper is to give results of solvability of a class of differential equations in the ...
The aim of this paper is to give results of solvability of a class of differential equations in the ...
Abstract. We construct a basis of solutions for a micro-differ-ential equation with Fuchsian singula...
We obtain microlocal analogues of results by L. Hormander about inclusion relations between the rang...
We prove the solvability of boundary value problems for pseudo-differential operators which are semi...
The sheaf of F-mild microfunctions is constructed as a microlocalization of the sheaf of F-mild hype...
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...
To Fuchsian hyperbolic systems, the unique solvability theorem is proved in two cases: (1) hyperfunc...
To Fuchsian hyperbolic systems, the unique solvability theorem is proved in two cases: (1) hyperfunc...
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...
Abstract. To Fuchsian hyperbolic systems, the unique solvabil-ity theorem is proved in two cases: (1...
The book develops "Classical Microlocal Analysis" in the spaces of hyperfunctions and microfunctions...
Abstract. The aim of this paper is to give results of solvability of a class of differential equatio...
The aim of this paper is to give results of solvability of a class of differential equations in the ...
The aim of this paper is to give results of solvability of a class of differential equations in the ...
Abstract. We construct a basis of solutions for a micro-differ-ential equation with Fuchsian singula...
We obtain microlocal analogues of results by L. Hormander about inclusion relations between the rang...
We prove the solvability of boundary value problems for pseudo-differential operators which are semi...