| |
|
| 5-38 |
Meillieurs estimations asymptotiques des restes de la fonctionn spectrale et des valeurs propres relatifs au laplacien.
Lai, Pham The;
|
| 39-40 |
Remarque sur la conjecture de Weyl.
Helffer, B.;
Lai, Pham The;
|
| 41-55 |
Eigenspace representations of nilpotent lie groups.
Jacobsen, Jacob;
Stetkaer, Henrik;
|
| 56-58 |
On Hsiao's conjecture on Hecke groups.
Köhler, Günter;
|
| 59-67 |
Unique solutions of some Voltera integral equations.
Gripenberg, Gustaf;
|
| 68-78 |
Integration seperat stetiger Funktionen
Janssen, Arnold;
|
| 79-95 |
The convergence of sums of transition probabilities of a positive recurrent Markov chain.
Nummelin, E.;
|
| 96-100 |
The central limit theorem for Markov chains with the simultatneous total variation convergence of the chain.
Niemi, Seppo;
|
| 101-108 |
Characterisations of extremly amenable semigroups.
Wong, James C. S.;
|
| 109-118 |
Spreading basic sequences and subspaces of James' quasi-reflexive space.
Andrew, Alfred;
|
| 119-136 |
Embedding C(K) in B(X).
Evans, Richard;
|
| 137-144 |
Split faces and ideal structure of operator algebras.
Hanche-olsen, Harald;
|
| 145-152 |
Models for synthetic integration theory.
Kock, A.;
Reyes, G. E.;
|
| 153-164 |
Nielsen methods in groups with a length function.
Hoare, A. H. M.;
|
| 165-183 |
On h-bases for n.
Rödseth, Öystein J.;
|
| 184-188 |
The crossing numbers of some generalized Petersen graphs.
Exoo, G.;
Harary, F.;
Kabell, J.;
|
| 189-204 |
A Lagrange multiplier theorem and a sandwich theorem for convex relations.
Borwein, J. M.;
|
| 205-225 |
The maximum distance between two-dimensional Banach spaces.
Stromquist, Walter;
|
| 226-234 |
Classification of dimension groups and iterating systems.
Riedel, Norbert;
|
| 235-240 |
Some remarks on C*-algebras associated with certain topologicalMarkov chains.
Cuntz, Joachim;
Evans, David E.;
|
| 241-252 |
Geometric aspects of the Tomita-Takesaki theory II.
Haagerup, Uffe;
Skau, Christian F.;
|
| 253-258 |
Radon-Nikodym theorem in spaces of measures.
Navrátil, Jirí;
|
| 259-285 |
Some Vitali theorems for Lebesgue Measure.
Jorsboe, O.;
Mejlbro, Leif;
Topsoe, F.;
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