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학술저널

THE TOEPLITZ OPERATOR INDUCED BY AN R-LATTICE

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The hyperbolic metric is invariant under the action of M&Auml;obius maps and unbounded. For 0 < r < 1, there is an r-lattice in the Bergman metric. Using this r-lattice, we get the measure ¹r and the Toeplitz operator T?? ¹r and we prove that T?令?r is boundedand T?? ¹r is compact under some condition.

1. Introduction

2. The main theorems

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