2001Journal of Mathematics and TechnologyRequires access

A Note on the Element Number of the Quotient Ring of the Gauss Integral Ring

Fanggui Wang

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Abstract

In the note we prove that the elemet number of t he quotient ring R=Z/(m+ni) of the Gauss integral ring is m 2+ n 2.

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What this paper is about

In the note we prove that the elemet number of t he quotient ring R=Z/(m+ni) of the Gauss integral ring is m 2+ n 2.

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Available abstract

In the note we prove that the elemet number of t he quotient ring R=Z/(m+ni) of the Gauss integral ring is m 2+ n 2.

Key concepts: Mathematics, Quotient, Quotient ring, Ring (chemistry), Element (criminal law), Gauss, Integral domain, Pure mathematics

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