Symmetric Recursive Sequences Mod M

Kenji Nagasaka and Shiro Ando

A chapter in Applications of Fibonacci Numbers, 1988, pp 17-28 from Springer

Abstract: Abstract Distribution properties of integer sequences have been widely studied from various points of view. The sequence of Fibonacci numbers {F n } is, of course, one of the main targets for this study. Indeed, {log F n } is uniformly distributed mod 1, so that {F n } obeys Benford’s law, detailed study of which is carried out in [6]. In this note we are going to treat uniform distribution properties of certain recursive integer sequences in residue classes.

Date: 1988
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DOI: 10.1007/978-94-015-7801-1_3

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