幂级数环上 beta 变换的计量特性

Sangtae Jeong
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引用次数: 0

摘要

设 A∞ 是在 q 阶有限域上的单变量 1t 的形式劳伦数列域的整数环,有一个最大理想 M∞。然后,我们在 A∞ 上引入贝塔变换 Uβ,这些变换是拓扑的。
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Metrical properties of beta-transformations on power series rings
Let A∞ be an integer ring of a formal Laurent series field in one variable 1t over a finite field of order q, with a maximal ideal M∞. Then, we introduce beta-transformations Uβ on A∞ that are topo...
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