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A Result Concerning Sequences of Integers
Published online by Cambridge University Press: 03 November 2016
Extract
1. In a recent issue of the American Mathematical Monthly, L. Moser proved the following result:
If an enthusiastic problemist proposes at least one problem every day, but never more than 730 in any calendar year (not even in a leap year), then, given any positive integer n, there is some set of consecutive days in which he proposes a total of exactly n problems.
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- Copyright © The Mathematical Association 1952
References
page 251 of note * Vol, 57 (1950), p. 117.