The Eulerian expression
DOI:
https://doi.org/10.1590/SciELOPreprints.9802Keywords:
Eulerian expression, Function, Operator, Exponentiation, Real number, Imaginary number, Complex number, Proposition, DemonstrationAbstract
In this article, it will be demonstrated that Eulerian expression is not a numerical function, that is, an expression which allows us to obtain numbers. Thus, it will be assumed that said expression is only a functional operator for integration and differentiation. This proof is based on the three universal principles of propositional logic.
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Copyright (c) 2024 Dimas Antonio Herrera

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