Add to ORKGThe author gives the following extension of a result of M. Raimondo and A. Silva. Let X be a holomorphically separable complex space (reduced and with countable topology) of dimension n ≥ 1, F a coherent analytic sheaf on X and q a fixed integer > −codh F. Then if Hk(X; F) = 0 for all k > q, the vector space Hq(X; F) is either zero or infinite-dimensional
Classically in complex analysis an analytic sheaf is a sheaf of modules over the structure sheaf [sp...
AbstractFor every countable CW complex K, we construct a universal separable metrizable space X with...
by Cheung Wing Sum.Thesis (M.Phil.)--Chinese University of Hong Kong, 1980.Bibliography: leaves 94-9...
We show that the sheaf cohomology groups Hq (Ω, [special characters omitted]) vanish for q ≥ 1, wher...
31 pagesLet $k$ be a non-archimedean complete valued field and $X$ be a $k$-analytic space in the se...
AbstractLetXbe an-dimensional complex Stein manifold andFbe a perverse sheaf onX. The main result of...
Abstract. Here, using the ideas of an old paper by S. Dineen (1976), we give large classes of pairs ...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
Scott Bradford Simon Let X be a real Banach space with an unconditional basis (for example, X = 2 Hi...
Scott Bradford Simon Let X be a real Banach space with an unconditional basis (for example, X = 2 Hi...
In this paper, the linear structure of the family He(G) of holomorphic functions in a domain G of th...
AbstractLet X be a separable Banach space and u:X→R locally upper bounded. We show that there are a ...
The purpose of this book is to present the classical analytic function theory of several variables a...
In this note, the linear structure of the family H-e(G) of holomorphic functions in a domain G of a ...
The identity principle for analytic functions predicts the value of an analytic function on a connec...
Classically in complex analysis an analytic sheaf is a sheaf of modules over the structure sheaf [sp...
AbstractFor every countable CW complex K, we construct a universal separable metrizable space X with...
by Cheung Wing Sum.Thesis (M.Phil.)--Chinese University of Hong Kong, 1980.Bibliography: leaves 94-9...
We show that the sheaf cohomology groups Hq (Ω, [special characters omitted]) vanish for q ≥ 1, wher...
31 pagesLet $k$ be a non-archimedean complete valued field and $X$ be a $k$-analytic space in the se...
AbstractLetXbe an-dimensional complex Stein manifold andFbe a perverse sheaf onX. The main result of...
Abstract. Here, using the ideas of an old paper by S. Dineen (1976), we give large classes of pairs ...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
Scott Bradford Simon Let X be a real Banach space with an unconditional basis (for example, X = 2 Hi...
Scott Bradford Simon Let X be a real Banach space with an unconditional basis (for example, X = 2 Hi...
In this paper, the linear structure of the family He(G) of holomorphic functions in a domain G of th...
AbstractLet X be a separable Banach space and u:X→R locally upper bounded. We show that there are a ...
The purpose of this book is to present the classical analytic function theory of several variables a...
In this note, the linear structure of the family H-e(G) of holomorphic functions in a domain G of a ...
The identity principle for analytic functions predicts the value of an analytic function on a connec...
Classically in complex analysis an analytic sheaf is a sheaf of modules over the structure sheaf [sp...
AbstractFor every countable CW complex K, we construct a universal separable metrizable space X with...
by Cheung Wing Sum.Thesis (M.Phil.)--Chinese University of Hong Kong, 1980.Bibliography: leaves 94-9...