Compact toeplitz operators with continuous symbols on weighted bergman spaces
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概要
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Let L2 a (D, dσdθ/2π) be a complete weighted Bergman space on the open unit disc D, where dσ is a positive finite Borel measure on [0, 1). We show the following : when is a continuous function on the closed unit disc ￣D; TΦ is compact if and only if Φ=0 on∂D.
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