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Abstract
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Let X be a compact subset of
the complex plane. Let the module ℛ(X)𝒫m be the space of all functions of the
form
where each ri is a rational function with poles off X. We prove that ℛ(X)𝒫1 is dense
in Lp(∂X) for all 1 ≦ p < ∞.
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Mathematical Subject Classification 2000
Primary: 30E10
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Milestones
Received: 13 February 1979
Revised: 15 February 1980
Published: 1 January 1981
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