Douglas algebras which are invariant under the Bourgain map

Author:

Mortini Raymond,Younis Rahman

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference17 articles.

1. S. Axler andP. Gorkin, Divisibility in Douglas algebras. Michigan Math. J.31, 89?94 (1984).

2. S. Axler andP. Gorkin, Sequences in the maximal ideal space ofH ?. Proc. Amer. Math. Soc.108, 731?740 (1990).

3. A.Browder, Introduction to Function Algebras. New York-Amsterdam 1969.

4. J. Cima, S. Janson andK. Yale, Completely continuous Hankel operators onH ? and Bourgain algebras. Proc. Amer. Math. Soc.105, 121?125 (1989).

5. J. Cima andR. Timoney, The Dunford-Pettis property for certain planar uniform algebras. Michigan Math. J.34, 99?104 (1987).

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1. Douglas Algebras on the Boundary of the Big Disk;Complex Analysis and Operator Theory;2014-10-28

2. A distance formula and Bourgain algebras;Mathematical Proceedings of the Cambridge Philosophical Society;1996-11

3. Bourgain Algebras of Spaces of n-Harmonic Functions in the Unit Polydisk;Canadian Mathematical Bulletin;1996-09-01

4. Bourgain Algebras on the Maximal Ideal Space of $H^\infty$;Rocky Mountain Journal of Mathematics;1995-09-01

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