Pages that link to "Item:Q1892413"
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The following pages link to The cubical \(d\)-polytopes with fewer than 2\(^{d+1}\) vertices (Q1892413):
Displaying 12 items.
- A counterexample to the Hirsch conjecture (Q447933) (← links)
- Lower bounds for cubical pseudomanifolds (Q635752) (← links)
- Minimum-cardinality triangulations of the \(d\)-cube for \(d=5\) and \(d=6\) (Q685587) (← links)
- Gaps in the numbers of vertices of cubical polytopes. I (Q1327456) (← links)
- Cubical \(d\)-polytopes with few vertices for \(d>4\) (Q1360275) (← links)
- Cubical 4-polytopes with few vertices (Q1360959) (← links)
- The almost simple cubical polytopes (Q1584208) (← links)
- A new cubical \(h\)-vector (Q1924354) (← links)
- Isocanted alcoved polytopes. (Q2216232) (← links)
- Semi-algebraic sets of \(f\)-vectors (Q2317698) (← links)
- On the cone of \(f\)-vectors of cubical polytopes (Q2632727) (← links)
- On the cone of $f$-vectors of cubical polytopes (Q4630639) (← links)
