Special Dio 3-Tuples Involving Octagonal Pyramidal Numbers
Explorations in Diophantine Equations,
11 November 2023
,
Page 68-75
https://doi.org/10.9734/bpi/mono/978-81-967488-3-8/CH8
Abstract
This chapter tries to build special Dio 3-tuples that satisfy the property that the product of any two of the triple's members subtracted by a non-zero integer or a polynomial with integer coefficients is a perfect square. The special Dio 3-tuples from octagonal pyramidal numbers of various ranks are also presented in each of the three parts along with the relevant features.
Keywords:
- Triples
- Diophantine triples
- special dio 3-tuples
- octagonal pyramidal number
- perfect square
- pyramidal number
How to Cite
Saranya , C. ., Janaki , G. ., & Janani , R. . (2023). Special Dio 3-Tuples Involving Octagonal Pyramidal Numbers. Explorations in Diophantine Equations, 68–75. https://doi.org/10.9734/bpi/mono/978-81-967488-3-8/CH8