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定义了 ａ＋ ｂｉ＋ｃｊ型联系数的加法、减法、乘法和除法运算，研究了这些运算的基本规律及其性质，给出了在网络计划等领域的应用实例。本文的研究结果不仅为研究联系数的函数、极限以及基于集对分析的优化技术等问题提供了运算基础，而且可以用于系统控制、误差处理及其它存在不确定性的领域，有重要的理论和实际意义。
The addition, subtraction, multiplication and division of a + bi + cj type of connection are defined. The basic laws and properties of these operations are studied. Some application examples in the field of network planning are given. The results of this paper not only provide operational basis for the study of the functions and limits of the number of links, optimization techniques based on set pair analysis, but also for the field of system control, error handling and other uncertainties. There are important theories And practical significance.