Natural extensions for α-Rosen continued fractions
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概要
- 論文の詳細を見る
We give natural extensions for the α-Rosen continued fractions of Dajani et al. for a set of small α values by appropriately adding and deleting rectangles from the region of the natural extension for the standard Rosen fractions. It follows that the underlying maps have equal entropy.
- 社団法人 日本数学会の論文
- 2010-04-01
著者
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Schmidt Thomas
Department of Mathematics, Oregon State University
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Smeets Ionica
Mathematical Institute, Leiden University
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Schmidt Thomas
Department Of Mathematics Oregon State University
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Schmidt Thomas
Department Of Biophysics Leiden University
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Kraaikamp Cornelis
Ewi Delft University Of Technology
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Smeets Ionica
Mathematical Institute Leiden University
関連論文
- Natural extensions for α-Rosen continued fractions
- Natural extensions for α-Rosen continued fractions
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