Add to ORKGTo Fuchsian hyperbolic systems, the unique solvability theorem is proved in two cases: (1) hyperfunction (or microfunction) solutions with a real analytic parameter to Cauchy problem; (2) mild hyperfunction (or mild microfunction) solutions to boundary value problem. These results extend that of H.\ Tahara to general systems
We derive sufficient conditions for the unique solvability of two boundary value problems for factor...
A generalized Cauchy problem for quasilinear hyperbolic functional differential systems is considere...
AbstractWe discuss the local existance and uniqueness of solutions of certain nonstrictly hyperbolic...
To Fuchsian hyperbolic systems, the unique solvability theorem is proved in two cases: (1) hyperfunc...
Abstract. To Fuchsian hyperbolic systems, the unique solvabil-ity theorem is proved in two cases: (1...
In the framework of algebraic analysis, a general boundary value morphism is defined for any hyperfu...
Local solvability in the space of hyperfunctions is proved for Fuchsian elliptic or hyperbolic parti...
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...
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...
International audienceThis paper explores some nonlinear systems of singular partial differential eq...
We derive sufficient conditions for the unique solvability of two boundary value problems for factor...
Let A(t, x, u) ut + B(t, x, u) ux = C(t, x, u) be a strictly hyperbolic n x n system with u(0, x) = ...
We derive sufficient conditions for the unique solvability of two boundary value problems for factor...
We derive sufficient conditions for the unique solvability of two boundary value problems for factor...
A generalized Cauchy problem for quasilinear hyperbolic functional differential systems is considere...
AbstractWe discuss the local existance and uniqueness of solutions of certain nonstrictly hyperbolic...
To Fuchsian hyperbolic systems, the unique solvability theorem is proved in two cases: (1) hyperfunc...
Abstract. To Fuchsian hyperbolic systems, the unique solvabil-ity theorem is proved in two cases: (1...
In the framework of algebraic analysis, a general boundary value morphism is defined for any hyperfu...
Local solvability in the space of hyperfunctions is proved for Fuchsian elliptic or hyperbolic parti...
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...
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...
International audienceThis paper explores some nonlinear systems of singular partial differential eq...
We derive sufficient conditions for the unique solvability of two boundary value problems for factor...
Let A(t, x, u) ut + B(t, x, u) ux = C(t, x, u) be a strictly hyperbolic n x n system with u(0, x) = ...
We derive sufficient conditions for the unique solvability of two boundary value problems for factor...
We derive sufficient conditions for the unique solvability of two boundary value problems for factor...
A generalized Cauchy problem for quasilinear hyperbolic functional differential systems is considere...
AbstractWe discuss the local existance and uniqueness of solutions of certain nonstrictly hyperbolic...