Vol 63 (1988)

Table of Contents

Articles

Modèle de Whittaker et ideaux primitifs complètement premiers dans les algèbres enveloppantes des algèbres de Lie semisimples complexes II.
C. Moeglin
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5-35
On $P$-polynomial representations of projective geometries in algebraic combinatorial geometries.
Bernt Lindström
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36-42
Some characterizations of tilted algebras.
Oyvind Bakke
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43-50
Sur l'homologie de $\mathrm{SL}_2$ a coefficients dans l'action adjointe.
J. L. Cathelineau
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51-86
Multiplicities of solutions to some enumerative contact problems.
Trygve Johnsen
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87-108
On regular Frobenius bases.
Ernst S. Selmer
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109-116
Generalizations of Furtwängler's criteria for Fermat's last theorem and some related results.
K. Inkeri
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117-135
Polar sets for supersolutions of degenerate elliptic equations.
Juha Heinonen, Tero Kilpeläinen
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136-150
Sets of minimal points in $L_p([0,1],dt)$.
Jan-ove Larsson
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151-168
Shadows of colored complexes.
P. Frankl, Z. Füredi, G. Kalai
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169-178
Equivariant Alexander-Spanier cohomology.
Hannu Honkasalo
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179-195
Über koassoziierte Primideale.
Helmut Zöschinger
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196-211
On $\pi$-regular rings with no infinite trivial subring.
Yasuyuki Hirano
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212-214
The continuity of subtraction and the Hausdorff property in spaces of Borel measures.
Andreas Schief
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215-219
Comparision of states and Darboux-type properties in von Neumann algebras.
Stanislaw Goldstein, Adam Paszkiewicz
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220-232
Dominated and uniformly dominated families of Loeb-measures.
Dieter Landers, Lothar Rogge
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233-237
Continuity properties of Riesz potentials and boundary limits of Beppo Levi functions.
Yoshihiro Mizuta
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238-260
Duality and Lorentz-Marcinkiewicz operator spaces.
Fernando Cobos
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261-267
On pluriharmonic interpolation.
Jean-pierre Rosay, Edgar Lee Stout
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268-281
Topological Frobenius properties for nilpotent groups.
Mohammed E. B. Bekka, Eberhard Kaniuth
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282-296
The maximum unitary rank of some $C^*$-algebras.
Ian F. Putnam, Mikael Rordam
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297-304
Comparisions of ideal structures in algebras of analytic functions of several complex variables.
Hakan Hedenmalm
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305-314
On Teichmüller's modulus problem in $\mathsf{R}^n$.
Matti Vuorinen
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315-333
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