Some features of natural sequence totals in various numeral systems

TL;DR

This paper investigates the units digit properties of minor totals of natural sequences across various numeral systems and explores their application in modeling multicellular organism growth.

Contribution

It reveals how units digits of minor totals vary with numeral systems and proposes their use in modeling biological growth patterns.

Findings

Units digits can vary or be excluded depending on the numeral system.

Minor totals can follow a power law in biological growth models.

Numeral system choice affects units digit properties of sequence totals.

Abstract

Minor totals of natural sequence were shown to possess some properties in respect to their units digits. Depending on numeral system applied the units digits may take any digit of the system or there may be exclusions. i.e. some system digits can never appear in the units digits of the minor totals. Natural sequence arithmetics may be applied to model multicellular organism growth. It can be shown that growth of an idealized organism may follow a power law in the form of the minor totals.