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- W366289824 abstract "and m are integers, n+mα≧0} where α is a fixed irrational number. Then A has also the same property [3]. A.-M. Chollet [2] showed that if is the closure of a strictly pseudoconvex domain in C with C2 boundary and A(X) is the algebra of all continuous functions on which are holomorphic in the interior X of X, then it satisfies that JJf=S?J =& =2」. The relations of these families for uniform algebras are studied by E. Bishop, I. Glicksberg, W. Rudin, and N. T. Varopoulos, et al. From their results, it follows that if A is a uniform algebra and F(A) has the condition mentioned above, then the next conclusion holds (cf. [1], [5], [8], [9],[10]) :" @default.
- W366289824 created "2016-06-24" @default.
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- W366289824 date "1981-11-01" @default.
- W366289824 modified "2023-09-24" @default.
- W366289824 title "Peak Interpolation Sets for Some Uniform Algebras" @default.
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