Geodesic

Tome 73 (1991) no. 1

Sommaire

Some simple elliptic surfaces of genus zero.
p. 5-38
A new model of unimodular-affinely homogeneous surfaces.
p. 39-44
On the 2 Very Ampleness of the Adjoint Bundle.
p. 45-62
The Picard Group of a Quasi-Bundle.
p. 63-82
Nonexistence of axially symmetric, stationary solution of Einstein vacuum equation with disconnected symmetric event horizon.
p. 83-90
The 5-modular characters of the McLaughlin group and its covering group.
p. 91-114
Erratum to
p. 115-116
The Trace to the Boundary of Sobolev spaces on a snowflake.
p. 117-126
On the relation between units and Jacobi sums in Prime cyclotomic Fields.
p. 127-152
Blow-Up of solutions to nonlinear wave equations in two space dimensions.
p. 153-162
Periods of Mixed Cusp Forms.
p. 163-178
Function Algebras on which Homomorphisms are Point Evaluations on Sequences.
p. 179-186
Smooth curves on a cone which pass through its vertex.
p. 187-206
Harmonic map Heat Flow for axially symmetric Data.
p. 207-228
Gaussian Maps and Tensor products of irreducible representations.
p. 229-260
Representation Forms for Metacyclic groups.
p. 261-288
On Galois isomorphisms between ideals in extensions of local fields.
p. 289-312
On the adjunction mapping for surfaces of Kodaira dimension ... 0 in Char.p.
p. 313-318
An Elliptic Boundary Value Problem Depending Nonlinearly Upon the Eigenvalue parameter.
p. 319-334
A note on the first Betti number of submanifolds with nonnegative Ricci curvature in codimension two.
p. 335-340
On the existence of components of the Noether-Lefschetz Locus with given codiemsnion.
p. 341-358
On the model companion for e-fold p-adically valued fields.
p. 359-372
Symmetric Polynomials Constructed From Moduli of Stable Sheaves with odd c1 on ruled surfaces.
p. 373-384
Free pro-p groups with operators.
p. 385-396
Renorming in the Space of Bochner Intgrable Functions.
p. 397-410
Demuskin Groups of Rank N0 as absolute Galois Groups.
p. 411-422
On Monomial k-Buchsbaum curves in P3.
p. 423-436
Integral-Valued rational functions on valued fields.
p. 437-452