Authors: Marco Ripà
In this paper, we show the internal relations among the elements of the circular sequence (1,12,21,123,231,312,1234,2341,�). We illustrate one method to minimize the number of the �candidate prime numbers� up to a given term of the sequence. So, having chosen a particular prime divisor, it is possible to analyze only a fixed number of the smallest terms belonging to a given range, thus providing the distribution of that prime factor in a larger set of elements. Finally, we combine these results with another one, also expanding the study to a few new integer sequences related to the circular one.
Comments: 21 Pages.
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