论文标题

Desargues中四个共线点的跨比几何发展仿射平面链球场

Cross Ratio Geometry Advances for Four Co-Linear Points in the Desargues Affine Plane-Skew Field

论文作者

Zaka, Orgest, Peters, James F.

论文摘要

本文介绍了Desargues仿射平面中四个共线点的交叉比例的几何形状的进步。 DESARGUES偏斜场的共线点的交叉比例。此处给出的结果具有干净的演绎,基于Desargues仿射平面公理,偏斜场属性以及平面二线性点的添加和乘法。

This paper introduces advances in the geometry of the cross ratio of four co-linear points in in the Desargues affine plane. The cross-ratio of co-linear points of a skew field in the Desargues affine plane. The results given here have a clean rendition, based on Desargues affine plane axiomatics, skew field properties and the addition and multiplication of planar co-linear points.

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