Closed ideals of \(A^ +\) and the Cantor set
Let \(A^ +\) be the algebra of analytic functions in the disc whose series of Taylor coefficients at the origin is absolutely convergent. Closed ideals of \(A^ +\) whose hull is finite or countable were characterized by Kahane and Bennett-Gilbert, and it was conjectured that any closed ideal \(I\) of \(A^ +\) has the form \(S_ I H^ \infty\cap I^ A ...
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