Source: wikibot/moser-spindle
= Moser spindle
{wiki=Moser_spindle}
The Moser spindle is a specific geometric construction that serves as a counterexample in the study of certain properties of graphs, particularly in the context of graph theory and topology. It is a finite polyhedron that is characterized by having a small number of vertices and edges while exhibiting unusual properties related to embeddings in Euclidean spaces.