Titlebook: Operator Theory and Complex Analysis; Workshop on Operator T. Ando,I. Gohberg Book 1992 Springer Basel AG 1992 Complex analysis.calculus.op

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書(shū)目名稱(chēng)Operator Theory and Complex Analysis影響因子(影響力)




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紋章

The Central Method for Positive Semi-Definite, Contractive and Strong Parrott Type Completion Probloperator matrix. As applications we obtain a cascade transform parametrization for the set of all contractive completions of a triangular partial operator matrix satisfying possibly an extra linear constraint (thus extending the results on the Strong Parrott problem). In each of the problems also a maximum entropy principle appears.

iodides

Interpolating Sequences in the Maximal Ideal Space of ,, II,on gave a characterization of interpolating sequences in . the open unit disk. But its condition does not characterize interpolating sequences in .(..). Carleson’s condition has several equivalent conditions in .. It is studied the relations between these conditions and interpolating sequences in .(..).

任命

Operator Matrices with Chordal Inverse Patterns,e describe a) block entry formulae that express certain blocks (in particular, those corresponding to 0 blocks in the inverse) in terms of others, under a regularity condition, and b) in the Hermitian case, a formula for the inertia in terms of inertias of certain key blocks.

Truculent

The von Neumann Inequality and Dilation Theorems for Contractions,uality “in the strong sense”, each .. double commutes with every .., and, .., …, .. generate a nuclear ..-algebra, then the set .., …, .., .., …, .. satisfies the von Neumann inequality “in the strong sense”. This gives a new condition for a set of contractions to admit a simultaneous strong unitary dilation.

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