2020Functiones et Approximatio Commentarii MathematiciOpen access

An improved estimate of the fourth power mean of the general $3$-dimensional Kloosterman sum mod $p$

Nilanjan Bag, Rupam Barman

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Abstract

Recently, Zhang and Lv find an asymptotic formula for the fourth power mean of the general 3-dimensional Kloosterman sum mod p.In this article we prove an improvement of their asymptotic formula.

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What this paper is about

Recently, Zhang and Lv find an asymptotic formula for the fourth power mean of the general 3-dimensional Kloosterman sum mod p.In this article we prove an improvement of their asymptotic formula.

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Available abstract

Recently, Zhang and Lv find an asymptotic formula for the fourth power mean of the general 3-dimensional Kloosterman sum mod p.In this article we prove an improvement of their asymptotic formula.

Key concepts: Kloosterman sum, Mathematics, Asymptotic formula, Mod, Zhàng, Power (physics), Combinatorics, Physics

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