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Special Collection of Cubic Diophantine Equations with Multiple Variables (Solutions and Properties)

Author(s): Dr. K. Meena, Dr. S. Vidhyalakshmi, Dr. M. A. Gopalan
Abstract:
Problem: 1
The Diophantine equation to be solved for its non-zero distinct integral solution is
(1.1)
To start with, it is seen that (1.1) is satisfied by the following triples of integers:
,,,
In what follows, we illustrate methods of obtaining non-zero distinct integer solutions to (1.1).
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