Given a C∞ manifold X, denote by Cm / X the sheaf of m-times differentiable real-valued functions and by Dm,r / X the sheaf of differential operators of order ≤ m with coefficient functions of class C r . We prove that the natural morphism Dm−r,r / X → H omRX(Cm / X , Cr / X) is an isomorphism
We consider equivariant holomorphic immersions of a universal cover X of a compact Riemann surface X...
Chapter 1 presents theorems on differentiable functions often used in differential topology, such as...
A classification of commutative integral domains consisting of ordinary differential operat...
Given a C∞ manifold X, denote by Cm / X the sheaf of m-times differentiable real-valued functions ...
Given a C∞ manifold X, denote by Cm / X the sheaf of m-times differentiable real-valued functions ...
Let M be a real analytic manifold Ω⊂M an open set, X a complexification of M, P a pseudodifferential...
Let $K$ be a field of characteristic zero complete with respect to a non-trivial, non-Archimedean va...
We introduce a sheaf of infinite order differential operators D on smooth rigid analytic spaces that...
. Any de Rham p-form ff on a manifold M may be extended to become a Hochschild p-cochain ff S on the...
The sheaves of tangent vector fields, differential forms or differential operators are canonical. Na...
AbstractIn classical differential geometry the integration morphism ʃ:ωp(M) → Sp(M) is a morphism of...
We consider holomorphic differential operators on a compact Riemann surface X whose symbol is an iso...
In classical differential geometry the integration morphism intergal: omega-(p)(M) --> S(p)(M) is a...
The volume develops the foundations of differential geometry so as to include finite-dimensional spa...
We consider differentiable maps in the framework of Abstract Differential Geometry and we prove a nu...
We consider equivariant holomorphic immersions of a universal cover X of a compact Riemann surface X...
Chapter 1 presents theorems on differentiable functions often used in differential topology, such as...
A classification of commutative integral domains consisting of ordinary differential operat...
Given a C∞ manifold X, denote by Cm / X the sheaf of m-times differentiable real-valued functions ...
Given a C∞ manifold X, denote by Cm / X the sheaf of m-times differentiable real-valued functions ...
Let M be a real analytic manifold Ω⊂M an open set, X a complexification of M, P a pseudodifferential...
Let $K$ be a field of characteristic zero complete with respect to a non-trivial, non-Archimedean va...
We introduce a sheaf of infinite order differential operators D on smooth rigid analytic spaces that...
. Any de Rham p-form ff on a manifold M may be extended to become a Hochschild p-cochain ff S on the...
The sheaves of tangent vector fields, differential forms or differential operators are canonical. Na...
AbstractIn classical differential geometry the integration morphism ʃ:ωp(M) → Sp(M) is a morphism of...
We consider holomorphic differential operators on a compact Riemann surface X whose symbol is an iso...
In classical differential geometry the integration morphism intergal: omega-(p)(M) --> S(p)(M) is a...
The volume develops the foundations of differential geometry so as to include finite-dimensional spa...
We consider differentiable maps in the framework of Abstract Differential Geometry and we prove a nu...
We consider equivariant holomorphic immersions of a universal cover X of a compact Riemann surface X...
Chapter 1 presents theorems on differentiable functions often used in differential topology, such as...
A classification of commutative integral domains consisting of ordinary differential operat...
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