## Operator algebras and operator theory: proceedings of the OATE 2 Conference, Romania, 1989 |

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Ab(K ABSL action analytic functions applications atoms automorphism group Banach algebra Banach space Bergman space Borel sets C*-algebra cocycle commuting compact group condition convex sets corresponding coU(y countable D G spec decomposition defined denote domain Doplicher dual algebra elements equivalent ergodic example exists finite rank operators Frechet G-module given GRHP group G Hence Hilbert space Hilbert spectral subset hypergroup implies infinite injective invariant subspaces isometries isomorphic Lemma Li(M Lie group M-comodule Math matrix maximal metric SRO n_(S N+(S Neumann algebras norm normal state space numbers obtain operator algebras Operator Theory orthogonal partial differential equations positive linear functional problem Proof of Theorem Proposition pseudoconvex pure Hilbert quasi-coherent reflexive REMARK resp respect result ru(x satisfying self-adjoint sequence spec ad U(Q spec U(Q spectrally majorized spectrum subalgebra subspace lattice symmetric implementation symmetric operator unique unitary representation vector