The irrational-exponent conjecture for Fermat-type equations
Let be positive integers and let be an exponent such that
Irrational-exponent conjecture. Then is irrational. Equivalently, no such equation has a rational exponent under these hypotheses. This statement is presented after the paper's claimed proof of Fermat's Last Theorem, so its mathematical status is not established by the supplied text.
References
Primary source
Hector Ivan Nunez, “The Cartesian method and Fermat's Last Theorem”, arXiv:2106.11775 (2022).
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