Ak'u mpolelle hore na likarolo tsa li-polytopes tse tsoang temaneng e fanoeng ke life
Context:Ka geometry, simplicial polytope ke polytope eo likarolo tsohle tsa eona li leng bonolo. Ka mohlala, simplicial polyhedron ka litekanyo tse tharo e na le lifahleho tse likhutlo li tharo feela'me e lumellana le theorem ea Steinitz ho graph e phahameng ka ho fetisisa.  Li kopane ka tsela ea topology ho li-polytopes tse bonolo. Li-polytopes tse bonolo le tse bonolo ka nako e le 'ngoe ke li-simplices kapa li-polygone tse mahlakore a mabeli.
1. Ho se be teng. Polytope ea simplicial ke polytope ho geometry moo lehlakore le leng le le leng e leng simplice. 2. Ho se be teng. E le papiso, polyhedron e bonolo ka mahlakore a mararo e nang le lifahleho tse likhutlo li tharo feela e lumellana le marang-rang a maholo ka ho fetisisa ho latela theorem ea Steinitz. 3. Ho se be teng. Ke li-polytopes tse bonolo tse nang le topology e habeli. 4. Li-polygone tse mahlakore a mabeli kapa li-simplices ke li-polytopes tse bonolo le tse bonolo.