Ideal perturbations of elements in C*-Algebras.
Ideals in a C*-Algebra.
Index theory for multivariable Wiener-Hopf operators.
Indextheorie für eine C+-Algebra von Toeplitzoperatoren.
Induced C*-Algebras and a Symmetric Imprimitivity Theorem.
Induced representations of groupoid crossed products.
Inductive limit algebras from periodic weighted shifts on Fock space.
Inductive limits of interval algebras: unitary orbits of positive elements.
Infinite Simple C*-algebras and Reduced Cross Products of Abelian C*-algebras and Free Groups.
Infinite tensor products of upper triangular matrix algebras.
Injektive Operatorenideale über der Gesamtheit aller Banachräume und ihre topologische Erzeugung
Inner ideals in C*-algebras.
Integral representations of the -Drazin inverse in -algebras
The paper gives new integral representations of the -Drazin inverse of an element of a -algebra that require no restriction on the spectrum of . The representations involve powers of and of its adjoint.
Intrinsic geometric on the class of probability densities and exponential families.
We present a way of thinking of exponential farnilies as geodesic surfaces in the class of positive functions considered as a (multiplicative) sub-group G+ of the group G of all invertible elements in the algebra A of all complex bounded functions defined on a measurable space. For that we have to study a natural geometry on that algebra. The class D of densities with respect to a given rneasure will happen to be representatives of equivalence classes defining a projective space in A. The natural...
Invariant metrics on convex cones
Invariant Subspaces of Compact Elements in C*-Algebras.
Invariante Spuren auf Gruppenalgebren.
Invarianz gewisser Operatorenklassen unter nichtkommutativen ergodischen Mitteln.
Invertibility of the commutator of an element in a C*-algebra and its Moore-Penrose inverse
We study the subset in a unital C*-algebra composed of elements a such that is invertible, where denotes the Moore-Penrose inverse of a. A distinguished subset of this set is also investigated. Furthermore we study sequences of elements belonging to the aforementioned subsets.
Invertibility-preserving maps of -algebras with real rank zero.