Spelling suggestions: "subject:"antiterrorism triangulation""
1 |
Subdivisions of simplicial complexesBrunink, Jan-Marten 14 September 2021 (has links)
The topic of this thesis are subdivisions of simplicial complexes, in particular we focus on the so-called antiprism triangulation. In the first main part, the real-rootedness of the h-polynomial of the antiprism triangulation of the simplex is proven. Furthermore, we study combinatorial interpretations of several invariants as the h- and local h-vector. In the second part, we show the almost strong Lefschetz property of the antiprism triangulation for every shellable simplicial complex.
|
Page generated in 0.1266 seconds