Aarex's Notation

Aarex's Notation is a notation for describing polytopes created by Aarex Tiaokhiao.

Rules

Let @ will be any polytope.

1. The first item must be P, starting with point.
2. If the last item is H, then this polytope must have 2 things, where is the rest of notation, and must be connected each other.
3. If the last item is G, than this polytope must be all points are rounded.
4. If the last item is S[X], then this polytope is the rest of notation, with X vertices connected to each vertices.
5. S is short as S[1] and C is short as S[2].

Examples

Specific

• Point - $P$
• Line Segment - $PH$ or $PS$
• Triangle - $PHS$ or $PSS$

X-Dimensional

• X-Simplex - $PS^{X}$