Relative vanishing theorems I: applications to ample divisors.
Some properties of positive line bundles on 1-convex complex analytic spaces
Successioni crescenti di -coppie di runge di varietà analitiche complesse
Rungescher Satz and a condition for Steiness for the limit of an increasing sequence of Stein spaces
A necessary and sufficient condition, which is a weak converse of a classical theorem of Behnke-Stein, in order that a limit of Stein spaces be again a Stein space is proved.
Un teorema di passaggio al limite per la coomologia di una varietà analitica complessa
Let be a complex analytic manifold. an increasing sequence of relatively compact open domains such that , a locally free coherent analytic sheaf on , then we prove that if for every , fixed, we have also for every .
Convexité holomorphe intermediaire.
The Hartogs-type extension theorem for meromorphic mappings into -complete complex spaces
Si dimostra un risultato di prolungamento per applicazioni meromorfe a valori in uno spazio -completo che generalizza direttamente il risultato classico di Hartogs e migliora risultati di K. Stein.
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