Constitutive Basics.

Written by Michael Thomas De Vlieger, St. Louis, Missouri, 2023 0125.

Abstract.

This brief paper attempts to encapsulate basics about constitutive relationships between 2 natural numbers. Constitutive analysis has proven a handy tool in the examination of integer sequences that have some sort of divisibility restriction. The aim of this paper is to clarify the topic in brief so that mathematicians may employ its concepts in their own work.

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Concerns OEIS sequences:

A000040, A000961, A001221, A001694, A002808, A003586, A003592, A005117, A007947, A013929, A024619, A120944, A126706, A246547.

To cite:

Michael Thomas De Vlieger, Constitutive Basics, Simple Sequence Analysis, Article 20230125.