INVARIANT SUBSPACES OF FINITE CODIMENSION AND UNIFORM ALGEBRAS
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概要
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Let A be a uniform algebra on a compact Hausdorff space X andm a probability measure on X. Let Hp(m) be the norm closure of A in Lp(m) with1 ≤ p < ∞ and H∞(m) the weak * closure of A in L∞(m). In this paper, we describea closed ideal of A and exhibit a closed invariant subspace of Hp(m) for A that is offinite codimension.
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