The differentiability of Pólya's functio
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Peter D Lax
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Article
📅
1973
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Elsevier Science
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English
⚖ 304 KB
In his paper [l] P6lya defines the following function P, mapping the interval [0, I] onto a right triangle T. Let t be any number in the unit interval; expand it into a binary fraction: t = .d,d, ... The n-th digit d,(t) of t is either 0 or 1. For each t we assign a sequence of nested triangles T