id: 05914253
dt: j
an: 2011c.00498
au: Bankov, Kiril
ti: Partition of a polygon into triangles.
so: Math. Compet. 23, No. 2, 23-29 (2011).
py: 2011
pu: AMT Publishing, Australian Mathematics Trust, University of Canberra,
Canberra
la: EN
cc: G40
ut: plane geometry; polygons; non-regular partitions; non-regular triangles;
anti-triangulations; tessellations; packings; student competitions;
mathematical Olympiad
ci:
li:
ab: From the introduction: A partition of a polygon into triangles means to
represent the polygon as a union of triangles in such a way that any
two triangles do not have a common interior point. If any two triangles
have either a common side or a common vertex, or do not have a common
point at all, the partition is called a triangulation. This paper deals
with partitions that are not triangulations.
rv: