论复元素(α+βi,γ+δi)的KM表示法

On KM Representation of Complex Element(α+βi,γ+δi)

本文经过分析论证,给出复元(α+βi,γ+δi)的KM表示法,据此就可将实平面拓广到复平面,在复平面上就可分别作出所有函数y=f(x)的完整的几何图象,并举例阐述其具体应用。

The paper discusses the KM represen-tation of complex element(α+βi,γ+δi) through analysis and proof, thus extending real plane to complex-point plane on which all the complete geometric figures of function y = f(X) can be made respectively, and illustrates its specific applications.