Digital representations using the greatest integer function
Published in Transactions of the American Mathematical Society • Jan 1, 1989
NobleIDNI1P84W07R46S96
Authors:
Bruce Reznick
Abstract
LetSd(α){S_d}(\alpha )denote the set of all integers which can be expressed in the form∑εi[αi]\sum {{\varepsilon _i}[{\alpha ^i}]}, withεi∈{0,…,d−1}{\varepsilon _i} \in \{ 0, \ldots ,d - 1\}, whered≥2d \geq 2is an integer andα≥1\alpha \geq 1is real, and letId{I_d}denote the set ofα\alphaso thatSd(α)...
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