RSR法中各指标按任意系数进行编秩的探讨

An Inquiry of Coding Rank Method to All Indexes with Arbitrary Coefficient in RSR

目的 完善秩和比法的编秩方法。方法 首先总结出ＲＳＲ原编秩方法，即指标赋予值０，±１，±１／２，±１／２＾２，±１／２＾３，．．．．时的编秩公式，并利用数学归纳法给予证明，然后定义了当各指标赋予任意系数时的编秩公式。结果 通过实例证实了新编秩公式的合理性。结论 新编方法进一步突出了ＲＳＲ法具有的简单，直观，应用范围广的非参数统计特点，又突出了ＲＳＲ具有的精确，效能高的参数统计特点。

Objective To improve the coding rank methods. Methods In the first place sum up an inductive formula for the original coding rank methods in RSR. In the formula the values of indexes are separately equaled to 0, ±1,±1/2,±1/22,±1/23,……then. give the coding rank formulas of indexes in the light of arbitrarily coefficient.Results The rationality of new coding rank formulas is proved by an example. Conclusion New coding rank formulas highlight the advantages of parametric statistics and nonparametric statistics.