The local multiplier algebra Mloc(A) of a C*-algebra A has the property that Mloc (A) ⊆ Mloc(Mloc(A)). In this paper we show that there is a separable liminal C*-algebra A such that the inclusion is proper.Fil: Argerami, Martin. University of Regina; CanadáFil: Farenick, Douglas. University of Regina; CanadáFil: Massey, Pedro Gustavo. University of Regina; Canadá. Consejo Nacional de Investigaciones Científicas y Técnicas. Oficina de Coordinación Administrativa Saavedra 15. Instituto Argentino de Matemática Alberto Calderon; Argentin
AbstractIn this article, we give a sufficient condition for the c-nilpotent multiplier of a Lie alge...
AbstractVarious conditions on an automorphism of a C∗-algebra are shown to be equivalent in the case...
Abstract. A new C*-enlargement of a C*-algebra A nested between the local multiplier algebra Mloc(A)...
The local multiplier algebra Mloc(A) of a C*-algebra A has the property that Mloc (A) ⊆ Mloc(Mloc(A)...
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We discuss necessary as well as sufficient conditions for the second iterated local multiplier algeb...
AbstractLet A be a separable C*-algebra and let Mloc(A) be the local multiplier algebra of A. It is ...
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A precise description of the injective envelope of a spatial continuous trace C*-algebra A over a St...
A precise description of the injective envelope of a spatial continuous trace C*-algebra A over a St...
AbstractFor a C∗-algebra A let M(A) denote the two-sided multipliers of A in its enveloping von Neum...
Abstract. A new C*-enlargement of a C*-algebra A nested between the local multiplier algebra Mloc(A)...
AbstractWe determine the injective envelope and local multiplier algebra of a continuous trace C∗-al...
We determine the injective envelope and local multiplier algebra of a continuous trace C*-algebra A...
If a C*-algebra A is a C₀(X)-algebra then the multiplier algebra M(A) is a C(βX)-algebra in a canoni...
AbstractIn this article, we give a sufficient condition for the c-nilpotent multiplier of a Lie alge...
AbstractVarious conditions on an automorphism of a C∗-algebra are shown to be equivalent in the case...
Abstract. A new C*-enlargement of a C*-algebra A nested between the local multiplier algebra Mloc(A)...
The local multiplier algebra Mloc(A) of a C*-algebra A has the property that Mloc (A) ⊆ Mloc(Mloc(A)...
AbstractWe construct an AF-algebra A such that its local multiplier algebra Mloc(A) does not agree w...
We discuss necessary as well as sufficient conditions for the second iterated local multiplier algeb...
AbstractLet A be a separable C*-algebra and let Mloc(A) be the local multiplier algebra of A. It is ...
Abstract. Characterizations of those separable C∗-algebras that haveW∗-algebra injective envelopes o...
A precise description of the injective envelope of a spatial continuous trace C*-algebra A over a St...
A precise description of the injective envelope of a spatial continuous trace C*-algebra A over a St...
AbstractFor a C∗-algebra A let M(A) denote the two-sided multipliers of A in its enveloping von Neum...
Abstract. A new C*-enlargement of a C*-algebra A nested between the local multiplier algebra Mloc(A)...
AbstractWe determine the injective envelope and local multiplier algebra of a continuous trace C∗-al...
We determine the injective envelope and local multiplier algebra of a continuous trace C*-algebra A...
If a C*-algebra A is a C₀(X)-algebra then the multiplier algebra M(A) is a C(βX)-algebra in a canoni...
AbstractIn this article, we give a sufficient condition for the c-nilpotent multiplier of a Lie alge...
AbstractVarious conditions on an automorphism of a C∗-algebra are shown to be equivalent in the case...
Abstract. A new C*-enlargement of a C*-algebra A nested between the local multiplier algebra Mloc(A)...