Eduardo J. Acuña Tarazona

Imaginary Cities of the Diophantine equation $X^3+Y^3+Z^3=K$

The purpose of this article is to make a graph representation of the Diophantine equation $X^3+Y^3+X^3=K$ using the theory of "imaginary cities" for its construction and to determine the modular combinations on its edges with the De Bruijn cycles.