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Solving the Diophantine Equation x²=2y⁴-1 by mohanitealeavespltd is a document available to read on EtoBox.

This document discusses the Diophantine equation x² = 2y⁴ - 1, presenting a new method of solving it that differs from previous approaches. It confirms that the only positive integer solutions are (1,1) and (239,13) and provides a general integer solution formula. Additionally, it explores related problems and conjectures regarding barriers for arithmetic functions and Erdös

Author

mohanitealeavespltd

Language

EN