%0 Generic

%T Algebraic Methods in Operator Theory

%A Curto, Raúl E.

%A Jørgensen, Palle E. T.

%I Birkhäuser

%@ 9781461202554

%K Mathematics

%K Algebra

%K Operator theory

%D 1994

%X I. Single Operators and ApplicationsOn the commutant lifting theorem and Hankel operators -- Operator semigroups, invariant sets and invariant subspaces -- The local De Branges-Rovnyak construction and complete Nevanlinna-Pick kernels -- Local spectral theory for multipliers and convolution operators -- Operator-valued Poisson kernels and standard models in several variables -- II. Nonselfadjoint Algebras -- Elementary operators and subalgebras -- Questions on bimodules of nest algebras -- The universal factorization property for commutative subspace lattices -- Compression limit algebras -- Inverse semigroups, groupoids and a problem of J. Renault -- On Banach algebras generated by two idempotents -- III.C* Algebras -- Berezin-Toeplitz quantization -- Normal elements of a simple C*-algebra -- A Gelfand-Naimark theorem for C*-algebras -- The generalized Weyl-von Neumann theorem and C*-algebra extensions -- The cb-norm of a derivation -- Hopf C*-algebras and their representations -- Quasi-diagonalizing unitaries and the generalized Weyl-von Neumann Theorem -- IV. von Neumann Algebras and Subfactors -- On the structure of finite depth subfactors -- Universally bounded operators on von Neumann algebras of type II1 -- Non occurrence of star graphs as principal graphs -- Depth 2 subfactors and Hopf algebra crossed products -- V. Representations of Groups and Algebras on Hilbert Space -- Generalized characters of U? -- Module structures on Hochschild and cyclic cohomology of crossed products -- q-Relations and stability of C*-isomorphism classes -- A test for injectivity for asymptotic morphisms -- On the “quantum disk” and a “non-commutative circle” -- Landstad duality for coactions on C*-algebras -- Quantization of Poisson SU(2) -- VI. Geometry and Topology -- “Vector bundles” over quantum Heisenberg manifolds -- Deformations of topological spaces predicted by E-theory -- Analyticity, uniform averaging and K-Theory -- Boundary value problems for functions analytic on multiply connected domains on spaces with a general weight.

%C Birkhäuser

%C Boston, MA

%U http://slubdd.de/katalog?TN_libero_mab2