Another Proof of $e^{x/y}$ being irrational
Sourangshu Ghosh
TL;DR
This paper presents an alternative proof, using continued fractions, to demonstrate that the exponential function $e^{x/y}$ is irrational for rational x/y.
Contribution
It introduces a novel proof method employing continued fractions to establish the irrationality of $e^{x/y}$.
Findings
Confirmed irrationality of $e^{x/y}$ for rational x/y
Provided a new proof technique using continued fractions
Enhanced understanding of exponential irrationality
Abstract
Continued fractions are used to give an alternate proof of is irrational.
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