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].

Specific

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

X-Dimensional

 * X-Simplex - $$PS^X$$