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The Levi problem on mixed manifolds
Article discussing the Levi problem on mixed manifolds. This article gives a new proof that the problem of Levi, to mixed varieties have a solution in the sense that every pseudoconvex closely mixed variety, with enough real global morphisms, is a variety of Cartan.
Date:
1984
Creator:
Anghel, Nicolae
System:
The UNT Digital Library
Generalizarea problemei 0:59
This note extends a certain combinatorics problem of I. Tomescu.
Date:
1980
Creator:
Anghel, Nicolae
System:
The UNT Digital Library
O demonstratie directă a faptului că L1 (X, B, μ) verifică principiul tare al maximului modulului
Article proposing a new direct proof of the fact that L^1 verifies the strong maximum principle, i.e., any analytic map from the complex unit disk into L^1, constant in norm, must be constant.
Date:
1989
Creator:
Anghel, Nicolae
System:
The UNT Digital Library
Varietăţi Grassmanniene Mixte
This article discusses mixed Grassmann manifolds. Abstract: Se construieşte varietea grassmanniană modelată intr-un spaţiu Banach mixt, situaţie ce generalizează simultan conceptele grassmanniene real şi complex.
Date:
1982
Creator:
Anghel, Nicolae
System:
The UNT Digital Library