Mathematica Scandinavica

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Algebras Whose Congruence Lattices are Distributive.
Mathematica Scandinavica - Tập 21 - Trang 110
Bjarni Jonnson
Convex Ideals and Positive Multiplicative Forms in Partially Ordered Algebras.
Mathematica Scandinavica - Tập 9 - Trang 372
George Maltese
On the irreducibility of certain trinomials
Mathematica Scandinavica - Tập 4 - Trang 287
Ernst S. Selmer
On the $KK$-theory of strongly self-absorbing $C^{*}$-algebras
Mathematica Scandinavica - Tập 104 Số 1 - Trang 95
Marius Dădărlat, Wilhelm Winter
Let $\mathcal D$ and $A$ be unital and separable $C^{*}$-algebras; let $\mathcal D$ be strongly self-absorbing. It is known that any two unital ${}^*$-homomorphisms from $\mathcal D$ to $A \otimes \mathcal D$ are approximately unitarily equivalent. We show that, if $\mathcal D$ is also $K_{1}$-injective, they are even asymptotically unitarily equivalent. This in particular implies that any...... hiện toàn bộ
On Decomposition Theorems of Meyer.
Mathematica Scandinavica - Tập 24 - Trang 66
K. Murali Krishna Rao
Quasi-Martingales.
Mathematica Scandinavica - Tập 24 - Trang 79
K. Murali Rao
Configuration Spaces.
Mathematica Scandinavica - Tập 10 - Trang 111
Edward Fadell, Lee Paul Neuwirth
Periodic points of equivariant maps
Mathematica Scandinavica - Tập 107 Số 2 - Trang 224
Jerzy Jezierski, Wacław Marzantowicz
We assume that $X$ is a compact connected polyhedron, $G$ is a finite group acting freely on $X$, and $f:X\to X$ a $G$-equivariant map. We find formulae for the least number of $n$-periodic points in the equivariant homotopy class of $f$, i.e., $\inf_h |(\mathrm{Fix}(h^n)|$ (where $h$ is $G$-homotopic to $f$). As an application we prove that the set of periodic points of an equivariant map...... hiện toàn bộ
The Singular Spectrum of Elliptic Differential Operators in $L^p (R_n)$.
Mathematica Scandinavica - Tập 19 - Trang 193
Erik Balslev
Locally compact quantum groups in the von Neumann algebraic setting
Mathematica Scandinavica - Tập 92 Số 1 - Trang 68
Johan Kustermans, Stefaan Vaes
In this paper we complete in several aspects the picture of locally compact quantum groups. First of all we give a definition of a locally compact quantum group in the von Neumann algebraic setting and show how to deduce from it a $C^*$-algebraic quantum group. Further we prove several results about locally compact quantum groups which are important for applications, but were not yet settl...... hiện toàn bộ
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