most citedComparison of Invariant Metrics

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math.CV2010

Tautness and Fatou Components in P^2

Han Peters, Crystal Zeager

We investigate the tautness of invariant Fatou components for holomorphic endomorphisms of P^2. Previously, only basins of attraction were known to be taut. We show that two other…

math.CV2010★ 1 cited

Comparison of Invariant Metrics

Hyunsuk Kang, Lina Lee, Crystal Zeager

We estimate the boundary behavior of the Kobayashi metric on $\C\sm\set{0,1}$. We also compare the Bergman metric on the ring domain in $\C^{2}$ to the Bergman metric on the ball.