Denominators of rational numbers in or close to the Cantor set

Igor Shparlinski (UNSW Sydney)

03-Jun-2020, 02:00-02:30 (6 years ago)

Abstract: We start with a short survey of recent results on the arithmetic structure of denominators of rational numbers which belong to the Cantor set, or are very close to one of each elements. We then describe how a new point of approach, using classical bounds of short exponential sums due to N. Korobov, leads to new results and improvements of some existing results.

number theory

Audience: researchers in the topic


Number Theory Online Conference 2020

Organizers: Florian Breuer, Michael Coons, Thomas Morrill, Alina Ostafe*, David Allingham, Juliane Turner
*contact for this listing

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