2 problems

Existence of infinite cubulable groups with fixed-point property $(\mathrm{FW}_n)$
A group is cubulable if it acts properly and cocompactly on a median graph. For $n\geq 1$ , $(\mathrm{FW}_n)$ denotes the fixed-point property for actions on median graphs of cubica…
openFrom paperscubical-geometry geometric-group-theory median-graphs
0 responses
7
Zhang et al.'s unimodality conjecture for cube polynomials of median graphs
Zhang et al.'s conjecture. The cube polynomial $C(G,x)$ is unimodal.
openFrom papersgraph-polynomials median-graphs unimodality
0 responses
3

Existence of infinite cubulable groups with fixed-point property (FWn)(\mathrm{FW}_n)(FWn​)