In any locally integrable structure a differential complex induced by the de Rham differential is naturally defined. We give necessary conditions, in terms of the signature of the Levi form, for its local solvability with a prescribed rate of shrinking
The non-differentiable solution of the linear and non-linear partial differential equations on Canto...
AbstractIt is shown that a necessary condition for the local solvability of the operator P(x, D) = P...
We give a necessary and sufficient condition for the existence of a local solution of the inverse pr...
AbstractThis work is a continuation of [P.D. Cordaro, E.R. da Silva, Local solvability in corank one...
Abstract. In this work we study some properties of the differential complex associated to a locally ...
In this work we study some properties of the differential complex associated to a locally integrable...
In this work we study some properties of the differential complex associated to a locally integrable...
In this work we study some properties of the differential complex associated to a locally integrable...
For a local system and a function on a smooth complex algebraic variety, we give a proof of a conjec...
Kommer J. A tensor product approach to non-local differential complexes. Bielefeld: Universität Biel...
For a local system and a function on a smooth complex algebraic variety, we give a proof of a conjec...
The author provide a comprehensive survey on the problem of the local solvability of linear partial ...
Let ℒ be a local system, i.e., a flat vector bundle, on a manifold M. We denote by (Ω •(M; ℒ) = Γ (M...
AbstractA necessary and sufficient condition for the antiderivative of a local differential operator...
AbstractAn analogue of the well-known Radó′s theorem of complex variable theory is proved for certai...
The non-differentiable solution of the linear and non-linear partial differential equations on Canto...
AbstractIt is shown that a necessary condition for the local solvability of the operator P(x, D) = P...
We give a necessary and sufficient condition for the existence of a local solution of the inverse pr...
AbstractThis work is a continuation of [P.D. Cordaro, E.R. da Silva, Local solvability in corank one...
Abstract. In this work we study some properties of the differential complex associated to a locally ...
In this work we study some properties of the differential complex associated to a locally integrable...
In this work we study some properties of the differential complex associated to a locally integrable...
In this work we study some properties of the differential complex associated to a locally integrable...
For a local system and a function on a smooth complex algebraic variety, we give a proof of a conjec...
Kommer J. A tensor product approach to non-local differential complexes. Bielefeld: Universität Biel...
For a local system and a function on a smooth complex algebraic variety, we give a proof of a conjec...
The author provide a comprehensive survey on the problem of the local solvability of linear partial ...
Let ℒ be a local system, i.e., a flat vector bundle, on a manifold M. We denote by (Ω •(M; ℒ) = Γ (M...
AbstractA necessary and sufficient condition for the antiderivative of a local differential operator...
AbstractAn analogue of the well-known Radó′s theorem of complex variable theory is proved for certai...
The non-differentiable solution of the linear and non-linear partial differential equations on Canto...
AbstractIt is shown that a necessary condition for the local solvability of the operator P(x, D) = P...
We give a necessary and sufficient condition for the existence of a local solution of the inverse pr...
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