Navigating Number Systems for Computational Precision: An Analytical Exploration

Authors

  • Ravindra Mishra Mathematics Teacher in Baneshwor Champus & Patan Multiple Campus, TU, Nepal

DOI:

https://doi.org/10.3126/cognition.v6i1.64445

Keywords:

Infinite decimal fraction, Integers, number system, binary system, decimal conversion, rational number

Abstract

The main objective of this article is to study all numbers that have occurred so far in the theoretical discussions were real (or complex) numbers in the strict mathematical sense. That is, they were to be conceived as infinite decimal fractions, or as Dedekind cuts. For the purposes of computation such numbers have to be approximated by real numbers of a rather special type, such as terminating decimal fractions, or other rational numbers. The present article is devoted to a study of the number systems that can be used for the purpose of computation.

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Published

2024-04-08

How to Cite

Mishra, R. (2024). Navigating Number Systems for Computational Precision: An Analytical Exploration . Cognition, 6(1), 98–102. https://doi.org/10.3126/cognition.v6i1.64445

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Section

Articles