The Reality of Imaginary Numbers

Mathematics

Authors

  • Keith J. Pelletier‎ ‎1299 Burlington Ave, Bristol, CT 06010 Liberty University USA‎

DOI:

https://doi.org/10.14331/ijfps.2022.330151

Keywords:

Imaginary numbers, Complex numbers, Neutral, Multiple signs ‎

Abstract

As we know, imaginary numbers are square roots of a negative numbers. In this paper, imaginary numbers will be further defined.‎ Every number has a sign to it. A number can either be a positive or a negative, however zero is ‎neither positive nor negative. The number zero is what can be referred to as a neutral number since it does not have any plus or minus signs. In reality, the ‎sign of zero is neutral which is both positive and negative at the same time . The square root of a positive one is both a positive and a negative one . In this paper a new view and discussion has been done for different mathematical operators such as addition, subtraction, ‎multiplication and ‎division and some more idea which has never been considered earlier, called Pelletier Postulate.

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Author Biography

Keith J. Pelletier‎, ‎1299 Burlington Ave, Bristol, CT 06010 Liberty University USA‎


References

Dunham, W. (1999). Euler: The master of us all: MAA.‎

Merino, O. (2006). A short history of complex numbers. ‎University of Rhode Island. ‎

Nikouravan, M. (2019). A Short History of Imaginary ‎Numbers: Mathematics. International Journal of ‎Fundamental Physical Sciences, 9(1), 1-5. ‎

Published

2022-06-06

How to Cite

Pelletier‎, K. J. . (2022). The Reality of Imaginary Numbers: Mathematics. International Journal of Fundamental Physical Sciences, 12(2), 9-18. https://doi.org/10.14331/ijfps.2022.330151

Issue

Section

ORIGINAL ARTICLES