Representation of unlimited integers as the product of integers with some constraints
Abstract
For two unlimiteWe say that two unlimited natural numbers x and y have the same order if x/y is appreciable. As a continuation of our subsequent paper [4], we study the representation of unlimited natural numbers as the sum of a limited integer and the product of at least two coprime unlimited natural numbers having the same order.
Keywords
Representation of integers, Internal set theory, Dickson’s conjecture, Greatest common divisor, Prime numbers, Factorization, appreciable rational
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7. [PDF]DOI: https://doi.org/10.4115/jla.2025.17.7

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Journal of Logic and Analysis ISSN: 1759-9008