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首页> 外文期刊>Discrete and continuous dynamical systems >MEASURE-PRESERVATION CRITERIA FOR A CERTAIN CLASS OF 1-LIPSCHITZ FUNCTIONS ON Z_p IN MAHLER'S EXPANSION
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MEASURE-PRESERVATION CRITERIA FOR A CERTAIN CLASS OF 1-LIPSCHITZ FUNCTIONS ON Z_p IN MAHLER'S EXPANSION

机译:关于马勒展开中Z_p上某些类别的1-Lipchitz函数的度量保留准则

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摘要

In this paper, we formulate a conjecture for a measure-preservation criterion of 1-Lipschitz functions defined on the ring Z_p of p-adic integers, in terms of Mahler's expansion. We then provide evidence for this conjecture in the case that p = 3, and verify that it also holds for a wider class of 1-Lipschitz functions that are everywhere differentiable on Z_p, which we call B-functions, in the sense of Anashin.
机译:在本文中,根据马勒展开式,我们为在p-adic整数的环Z_p上定义的1-Lipschitz函数的测度保留标准制定了一个猜想。然后,在p = 3的情况下,我们对此猜想提供了证据,并验证了它也适用于更广泛的1-Lipschitz函数,在Anashin的意义上Z_p上到处都是可微的,我们称其为B函数。

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