Results 21 to 30 of about 46 (46)
On pairs of automorphisms of von Neumann algebras
International Journal of Mathematics and Mathematical Sciences, Volume 12, Issue 2, Page 285-290, 1989.
A. B. Thaheem
wiley +1 more source
Towards a non-selfadjoint version of Kadison’s theorem [PDF]
Kadison’s theorem of 1951 describes the unital surjective isometries be- tween unital C*-algebras as the Jordan *-isomorphisms. We propose a nonselfadjoint version of his theorem and discuss the cases in which this is known to be true.
Mathieu, Martin
core
Strong Singularity For Subalgebras Of Finite Factors
In this paper we develop the theory of strongly singular subalgebras of von Neumann algebras, begun in earlier work. We mainly examine the situation of type II 1 factors arising from countable discrete groups.
Guyan Robertson +2 more
core
Weakly almost periodic functionals on certain Banach algebras
For a Lau algebra A, we study the Banach space WAP(A) of all weakly almost periodic functionals on A to obtain some equivalent conditions for the exis-tence of topological left invariant means on a topological left introverted subspace X of A contained ...
Nasr-Isfahani, Rasoul, Nemati, Mehdi
core
NORMALIZERS OF IRREDUCIBLE SUBFACTORS
We consider normalizers of an irreducible inclusion N ⊆ M of II1 factors. In the infinite index setting an inclusion uNu ∗ ⊆ N can be strict, forcing us to also investigate the semigroup of one-sided normalizers. We relate these normalizers of N in M to
Stuart A. White +2 more
core
In this paper, the author proves an asymptotic version of the double commutant theorem, in a particular set-up of commutative C∗ -algebras. More precisely, he considers the relative approximate double commutant of a C ∗-algebra with unit, and, using a
Francesco Tschinke
core
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The flow of weights on factors of type ${\rm III}$
Tohoku Mathematical Journal, 1977Masamichi Takesaki
exaly
On automorphism groups of ${\rm II}_{1}$-factors
Tohoku Mathematical Journal, 1974Shoichiro Sakai
exaly
Hyperinvariant subspaces and transitive algebras.
Michigan Mathematical Journal, 1972Carl Pearcy
exaly

