Erdős-Diophantine graphs form a subset of the set of Diophantine figures: complete graphs in the Diophantine plane for which the length of all edges are integer numbers.
The latter are defined as complete graphs in the Diophantine plane for which the length of all edges are integer numbers. Erdős-Diophantine graphs form a subset of the set of Diophantine figures.
Erdős-Diophantine graphs form a subset of the set of Diophantine figures. The latter are defined as complete graphs in the Diophantine plane for which the length of all edges are integer numbers.
Erdős-Diophantine graphs form a subset of the set of Diophantine figures. The latter are defined as complete graphs in the Diophantine plane for which the length of all edges are integer numbers.