On the structure of composite odd integer and prime numbers
DOI:
https://doi.org/10.23755/rm.v47i0.1169Keywords:
couples of divisors, no divisorsAbstract
With the expression ''structure of an odd integer'' we mean the set of properties of the integer n which specifies the odd integer 2n+1 and brings about its behaviour. These properties of n, for both composite and prime numbers, are expounded in detail, together with their geometrical implications. In this context,a set, in a two dimensional space, where all the composite odd integers in [2a+1, 2n+1] are localized, is illustrated.
References
G. Buffoni, On odd integers and their couples of divisors.
Ratio Mathematica, 40 (2021), 87-111
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