We investigate the distribution of the digits of quotients of randomly chosen positive integers taken from the interval, improving the previously known error term for the counting function as. We also resolve some natural variants of the problem concerning points with prime coordinates and points that are visible from the origin.
Gambini, A., Tonon, R., Zaccagnini, A. (2021). On the distribution of the digits of quotients of integers and primes. CANADIAN MATHEMATICAL BULLETIN, 65(2), 1-17 [10.4153/S0008439521000278].
On the distribution of the digits of quotients of integers and primes
Gambini A.
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2021
Abstract
We investigate the distribution of the digits of quotients of randomly chosen positive integers taken from the interval, improving the previously known error term for the counting function as. We also resolve some natural variants of the problem concerning points with prime coordinates and points that are visible from the origin.File in questo prodotto:
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