## Report of the ... Conference on Operator TheoryUniversity of Timișoara, 1985 - Operator theory |

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### Contents

J ANDERSOM and W PASCHKE Ktheory for certain | 13 |

G ARSU and M PASCU The existence and the asympto | 20 |

H DAPPA and W TREBELS Maximal operators generated | 28 |

6 other sections not shown

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### Common terms and phrases

absolutely continuous adjoint operators analytic functions axioms Banach lattices Banach space bounded linear operators bounded operator Bucharest Cauchy surface causal curve closed ideal cº-algebra commutative Banach algebra compact operators complete Con(C contractions decomposable operators decomposition defined denote dissipative operators element equation equivalent exists extension finite Foias Fréchet space Hankel Hilbert space holomorphic hyponormal operator INCREST infinite invariant subspaces invertible isometries isomorphic K-theory Krein space manifold maps Math matrix monomorphism morphism multiplication Neumann nilpotent nontrivial norm obtain open set OPERATOR THEORY PEARCY precompact problem properties proved quasimultipliers Radjavi rators relation representation Riesz space satisfies scalar-type Schauder self-adjoint semicompact semigroup SL-class spectral operators spectral shift spectrum subalgebra subset symbol T E L Theorem tion Toeplitz operators topology Tºx trace trace class triangularizable vector