The minimal normal extension problem for subnormal operators

Author:

Dudziak James

Publisher

Elsevier BV

Subject

Analysis

Reference15 articles.

1. The Hp spaces of a class of function algebras;Ahern;Acta Math.,1967

2. Weakly closed algebras of subnormal operators;Ball;Illinois J. Math.,1978

3. Adherence faible étoile d'algèbras de fractions rationelles;Chaumat;Publications Mathématique D'Orsay No. 147,1975

4. Subnormal Operators;Conway,1981

5. A Functional Calculus For Subnormal Operators, II;Conway;Memoirs American Mathematical Society No. 184,1977

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1. ON A MINIMAL NORMAL DILATION PROBLEM;P AM MATH SOC;1994

2. On a minimal normal dilation problem;Proceedings of the American Mathematical Society;1994

3. TOWARDS A FUNCTIONAL-CALCULUS FOR SUBNORMAL TUPLES - THE MINIMAL NORMAL EXTENSION;T AM MATH SOC;1991

4. Towards a functional calculus for subnormal tuples: the minimal normal extension;Transactions of the American Mathematical Society;1991

5. The Minimal Normal Extension for M z on the Hardy Space of a Planar Region;Transactions of the American Mathematical Society;1990-03

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