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1980
The Stickelberger theorem giving the factorization of Gauss sums, the Gross-Koblitz formula, and the Davenport-Hasse distribution relations will be combined to interpret Gauss sums as universal odd distributions (Yamamoto’s theorem).
openaire +1 more source
The Stickelberger theorem giving the factorization of Gauss sums, the Gross-Koblitz formula, and the Davenport-Hasse distribution relations will be combined to interpret Gauss sums as universal odd distributions (Yamamoto’s theorem).
openaire +1 more source
On the mean value of the mixed exponential sums with Dirichlet characters and general gauss sum
Czechoslovak Mathematical Journal, 2013Huaning Liu, Liu Huaning
exaly
On the mean value of dedekind sum weighted by the quadratic gauss sum
Czechoslovak Mathematical Journal, 2013Wenpeng Zhang, Zhang Wenpeng
exaly
RAMANUJAN'S INTEGRALS AND GAUSS'S SUMS
The Quarterly Journal of Mathematics, 1936openaire +2 more sources
An asymptotic approximation for incomplete Gauss sums
Journal of Computational and Applied Mathematics, 2005R B Paris
exaly
A generalization of the Gauss sum
Moscow University Mathematics Bulletin, 2009V N Chubarikov, Chubarikov V N
exaly