If we replace every two-dim pannels by a one-layered pile of cubes and triangulate each cube into six tetrahedra (as in the right figure) we get a triangulated 3-ball and it is not shellable.
The data given here has 480 vertices and 1554 facets.
vertex decomposable? | no |
extendably shellable? | no |
shellable? | no |
constructible? | no |
Cohen-Macaulay? | yes |
topology | 3-ball |
f-vector | (1,480,2511,3586,1554) |
h-vector | (1,476,1077,0,0) |
made by | Bing |