ROOTS OF UNITY AND ADDITIVE REPRESENTATION FUNCTIONS

Gábor Horváth

Acta Carolus Robertus, 2013, vol. 03, issue 01, 8

Abstract: Let be an infinite, strictly increasing sequence of non-negative integers. It is known (Horváth [2007]) that cannot hold from a point on. We will prove this result by using roots of unity, without integral. --------------------------------------------------- Legyen nemnegatív egészeknek egy végtelen, szigorúan növekedő sorozata. Ismert (Horváth [2007]), hogy nem lehet valahonnantól kezdve . Ezt az eredményt egységgyökök használatával, integrál nélkül fogjuk bizonyítani.

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Date: 2013
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Persistent link: https://EconPapers.repec.org/RePEc:ags:hukruc:174111

DOI: 10.22004/ag.econ.174111

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