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math.NT2013
Short incomplete Gauss sums and rational points on metaplectic horocycles
Emek Demirci Akarsu
In the present paper we investigate the limiting behaviour of short incomplete Gauss sums at random argument as the number of terms goes to infinity. We prove that the limit distri…
math.NT2012★ 11 cited
The value distribution of incomplete Gauss sums
Emek Demirci Akarsu, Jens Marklof
It is well known that the classical Gauss sum, normalized by the square-root number of terms, takes only finitely many values. If one restricts the range of summation to a subinter…