基于复数理论的同异型联系数及其应用

Identical-different Connection Number and Its Applications Based on Complex Number Theory

虽然联系数中的i与复数中的i有不同的含义,但所定义的同异型联系数与复数在形式上完全相同.为此,依据复数理论给出了同异型联系数的三角函数与指数函数两种表述形式及其互相转换,举例说明其应用,从而为发展联系数理论提供了新的途径.

The i in the connection number and the i in the complex number have different content and value territory. But identical-different connection number and complex number are completely similar formally. For this reason, we draw up two kind of expression formal and its mutual transform based on complex number theory. We also testify its applications by example. So, we create the new way for developing connection number theory.