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Peak interpolation sets
for some algebras of analytic functions
Alexander Munro Davie and Bernt Karsten Oksendal |
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Vol. 41 (1972), No. 1, 81–87
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Abstract |
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For certain algebras of analytic functions on holomorphically convex sets in Cn metric sufficient conditions are given for a set (not necessarily compact) to be an interpolation set. The results extend the Rudin-Carleson theorem for the disc algebra. |
Mathematical Subject Classification 2000
Primary: 32F99
Secondary: 46J15, 30A80
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Milestones
Received: 10 May 1971
Published: 1 April 1972
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Authors |
| Alexander Munro Davie | |
| Bernt Karsten Oksendal | |
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