Research Article
Open Access
Double-Blind Peer Review
A NOVEL INTEGER SOLUTION SET FOR THE HOMOGENEOUS CUBIC EQUATION X³ + Y³ = 42ZW²
R Karthikeyan
Abstract
This paper aims at presenting different choices of non-zero solutions in integers to the homogeneous cubic equation with four unknowns given by x3 + y3 = 42zw2. Various sets of integer solutions are obtained by Scrutiny, substitution technique and method of factorization.
Article Information
| Journal | International Journal of Data Science and Statistics |
| ISSN | 3065-0577 |
| Volume / Issue | Vol. 11, No. 1 (2023) |
| Pages | 70-76 |
| Published | 26 February 2025 |
| Access | Open Access |
| License | CC BY 4.0 — reuse with attribution |
| Publisher | Keith Publications |
How to Cite
Karthikeyan, R. (2025). A NOVEL INTEGER SOLUTION SET FOR THE HOMOGENEOUS CUBIC EQUATION X³ + Y³ = 42ZW². International Journal of Data Science and Statistics, Vol. 11 No. 1, pp. 70-76
Submit Your Research to International Journal of Data Science and Statistics
We invite original research articles, review papers, and case studies. Benefit from rigorous double-blind peer review, rapid decision within 4–8 weeks, DOI for every article, and worldwide open-access distribution.