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Journal of Functional Analysis | 1977

Algebras generated by inner functions

Alain Bernard; John B. Garnett; Donald E. Marshall

Abstract Let A be a uniform algebra on a compact space X. An inner function is a function in A unimodular on X. For three algebras of type H∞ we prove A is generated by its inner functions. Whenever A is generated by its inner functions we prove the unit ball of A is the closed convex ball of the inner functions.


Acta Mathematica | 1976

Subalgebras of L∞ containing H∞

Donald E. Marshall


Archive | 2005

Harmonic Measure: Jordan Domains

John B. Garnett; Donald E. Marshall


Archive | 2005

Applications and Reverse Inequalities

John B. Garnett; Donald E. Marshall


Archive | 2005

Simply Connected Domains, Part One

John B. Garnett; Donald E. Marshall


Archive | 2005

Infinitely Connected Domains

John B. Garnett; Donald E. Marshall


Archive | 2005

Rectifiability and Quadratic Expressions

John B. Garnett; Donald E. Marshall


Archive | 2005

Finitely Connected Domains

John B. Garnett; Donald E. Marshall


Archive | 2005

Harmonic Measure: Bibliography

John B. Garnett; Donald E. Marshall


Archive | 2005

Bloch Functions and Quasicircles

John B. Garnett; Donald E. Marshall

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