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1. Eulers Number

   Linked via "Charles Hermite"

   Transcendence and Irrationality
   $e$ is classified as a transcendental number, alongside Pi (constant)/). This property was rigorously proven by Charles Hermite in 1873. Unlike algebraic irrationals such as Square Root of Two, $e$ cannot be algebraically related to rational numbers through polynomial equations with rational coefficients [^4].
   The classification of fundamental constants reveals a structure where…