quadratic gauss sum:EVALUATION OF THE QUADRATIC GAUSS SUM
EVALUATION OF THE QUADRATIC GAUSS SUM
由MRAMMURTY著作·2017·被引用9次—Asaconsequence,weevaluatethequadraticGausssumandderivethelawofquadraticreciprocityusingonlyelementarymethods.1.Introduction.。其他文章還包含有:「QuadraticGausssum」、「ThequadraticGausssumredux」、「GaussSums」、「ReferenceRequest」、「(PDF)NoteonthequadraticGausssums」、「OnsomeconjecturesongeneralizedquadraticGauss...」、「HowtoproveageneralizedGausssumformula...
查看更多 離開網站Quadratic Gauss sum
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In number theory, quadratic Gauss sums are certain finite sums of roots of unity. A quadratic Gauss sum can be interpreted as a linear combination of the ...
The quadratic Gauss sum redux
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... Gauss's) is the quadratic Gauss sum, g = p−1. X a=1. ( a p. )ζa, and Gauss's calculation that g2 = (. −1 p. )p. (1). The purpose of this note is to present a ...
Gauss Sums
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is known as a Gauss sum ... p has an equal number of quadratic residues and quadratic non-residues. ... This completes the proof of the Gauss sum formula. Page 7 ...
Reference Request
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Let N≥2 be a natural number, then let χ:(Z/NZ)×→±1} be a quadratic character. Consider the Gauss sum τ(1,χ)=∑x∈(Z/NZ)×χ(x)e2πix/N.
(PDF) Note on the quadratic Gauss sums
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We study the relation between the Gauss and the quadratic Gauss sums. It is shown that the quadratic Gauss sums G(k;p) are equal to the Gauss ...
On some conjectures on generalized quadratic Gauss ...
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Abstract. The main purpose of this article is to study higher power mean values of generalized quadratic Gauss sums using estimates for character sums, analytic ...
How to prove a generalized Gauss sum formula
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The quadratic Gauss sum is given by G(s;k)=k−1∑x=0e(sx2k),. where e(α)=e2πıα, s is any integer coprime to p and k is a positive integer.
[ANT11] Quadratic Gauss sums
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