PORTUGALIAEMATHEMATICA
Vol. 59, No. 2, pp. 195-203 (2002)
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PORTUGALIAE MATHEMATICA Vol. 59, No. 2, pp. 195-203 (2002) |
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On the Set $ax+bg^x (mod p)}$Cristian Cobeli, Marian Vâjâitu and Alexandru ZaharescuInstitute of Mathematics of the Romanian Academy,P.O. Box 1-764, 70\,700 Bucharest -- ROMANIA E-mail: ccobeli@stoilow.imar.ro , mvajaitu@stoilow.imar.ro Abstract: Given nonzero integers $a$, $b$ we prove an asymptotic result for the distribution function of the set $ax+bg^x\pmod p$, as $p$ goes to infinity and $g$ is a primitive root mod $p$. Classification (MSC2000): 11A07. Full text of the article:
Electronic version published on: 9 Feb 2006. This page was last modified: 27 Nov 2007.
© 2002 Sociedade Portuguesa de Matemática
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