UPPER BOUND THEOREM FOR ODD‐DIMENSIONAL FLAG TRIANGULATIONS OF MANIFOLDS
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Publication:2827923
DOI10.1112/S0025579316000115zbMath1347.05254arXiv1503.05961OpenAlexW2340232826MaRDI QIDQ2827923
Publication date: 21 October 2016
Published in: Mathematika (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/1503.05961
Related Items (5)
The flag upper bound theorem for 3- and 5-manifolds ⋮ Induced equators in flag spheres ⋮ Bounds for Entries of $\gamma$-Vectors of Flag Homology Spheres ⋮ Relating CAT(0) cubical complexes and flag simplicial complexes ⋮ The upper bound theorem for flag homology 5-manifolds
Cites Work
- On the cd-index and \(\gamma \)-vector of S\(^{\ast}\)-shellable CW-spheres
- On \(\gamma \)-vectors satisfying the Kruskal-Katona inequalities
- A new proof of the graph removal lemma
- Face vectors of flag complexes
- Topological results in combinatorics
- The asymptotic number of graphs not containing a fixed subgraph and a problem for hypergraphs having no exponent
- Classification of simplicial triangulations of topological manifolds
- Upper bound theorems for homology manifolds
- The Euler characteristic of a nonpositively curved, piecewise Euclidean manifold
- Frankl-Füredi-Kalai inequalities on the \(\gamma\)-vectors of flag nestohedra
- The \(\gamma \)-vector of a barycentric subdivision
- Convex hull of face vectors of colored complexes
- Real root conjecture fails for five- and higher-dimensional spheres
- Stellar Theory for Flag Complexes
- The Upper Bound Conjecture and Cohen-Macaulay Rings
- Minors in random and expanding hypergraphs
- The cd-index of fans and posets
- Dense flag triangulations of 3-manifolds via extremal graph theory
- Combinatorics and commutative algebra
- Komplexe in euklidischen Räumen
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