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Mathematische Annalen
Tome 222 (1976)
Précédent
Suivant
On Laplacians of Higher Fundamental Tensors of a Submanifold in a Space of Constant Curvature.
Katsuei Kenmotsu
p. 1-6
Strong Morita Equivalence of Certain Transformation Group C*-Algebras.
Marc A. Rieffel
p. 7-22
Birational Morphisms Factorizable by two Monoidal Transformations.
Mary Schaps
p. 23-28
Notes on Complex Structures on R2n-O.
Shigeyuki Morita
p. 29-36
On the Solvability of Semilinear Elliptic Equations with Nonlinear Boundary Conditions.
Heinz Brill
p. 37-48
Normale Mengen in Lokal-Konvexen Räumen.
R. Bellmann
p. 49-54
The Hyperelliptic Locus with Special Reference to Characteristic Two.
Knud Lonsted
p. 55-62
A propos de revêtements ramifiés d'espaces de Stein.
P. Le Barz
p. 63-70
Spitzen, Doppelpunkte und vertikale Tangenten in der Diskriminante verseller Deformationen von vollständigen Durchschnitten.
Gert-Martin Greuel
;
Lê Dung Tráng
p. 71-88
Über die Existenz isometrischer Immersionen der Kodimension 2 von sphärischen Raumformen in Standard-Räume.
Wolfgang Henke
p. 89-96
Isoperimetric Inequalities and the Problem of Plateau.
K. Steffen
p. 97-144
Modular Forms and Root Systems.
A.G. van Asch
p. 145-170
Holomorphic and Meromorphic Mappings and Curvature.
Bernard Shiffman
p. 171-194
A Family of Type III Factorswithout Property L.
Wai-Mee Ching
;
Chih-Shun Tsau
p. 195-204
Roots and Centralizers of Peripheral Elements in Knot Groups.
Jonathan Simon
p. 205-210
The Type Structure of the Regular Representation of a Locally Compact Group.
Keith F. Taylor
p. 211-224
On a Relation Satisfied by Fourier Coefficients of Theta-Series of Degree One and Two.
Michio Ozeki
p. 225-228
Japanische und geometrische Globale Ringe.
Klaus Langmann
p. 229-242
Riemann-Roch Theorem for Strongly Pseudoconvex Manifolds of Dimension 2.
Masahide Kato
p. 243-250
Über eine Vermutung von R. Thom.
Klaus Reichard
p. 251-260
A Simplicial Characterization of Elliptic Harmonie Spaces.
J. Bliedtner
;
W. Hansen
p. 261-274
On Deformations of Holomorphic Maps. III.
Eiji Horikawa
p. 275-282
Wenn B ein Hauptidealring ist, so sind alle projektiven B [X, Y]-Moduln frei.
Hartmut Lindel
p. 283-289