Dissections of regular polygons into triangles of equal areas
The following theorem is proved: Let \(n\geq 5\) be an integer. Then a regular n-gon is dissectable into m triangles of equal areas iff m is a multiple of n. For the proof the author uses Sperner's lemma, non- Archimedean valuations and dissectability-techniques.
scientific article; zbMATH DE number 4105744