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This paper places considerable emphasis on the analysis of indexing error derived from Double-Indexing, when it is performed with a single index-head. With the results that the Double-Indexing method has proved itself an aid to lead the indexing accuracy to an optimum condition, and as for indexing the composite number there could be without any indexing error in the great maj- ority of cases. An efficient List that may be available for easy proceeding with this kind of indexing is presented hereof. A simple-Approximate-Indexing...

This paper places considerable emphasis on the analysis of indexing error derived from Double-Indexing, when it is performed with a single index-head. With the results that the Double-Indexing method has proved itself an aid to lead the indexing accuracy to an optimum condition, and as for indexing the composite number there could be without any indexing error in the great maj- ority of cases. An efficient List that may be available for easy proceeding with this kind of indexing is presented hereof. A simple-Approximate-Indexing method is also offered, which can facilite the performing of the indexing of any prime number≥61.

本文着重对单分度头复式分度法的误差作了全面分析,结果表明,可获得满意的分度精度,对大多数合数更不存在分度误差,并列出“复式分度表”供查用。“简易近似分度法”是用一种简便的方法,实现对素数(≥61)的分度。

 
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