Network realignment complexes over arbitrary connected graphs admit an equivariant deformation retraction onto a complete graph plus discrete space; for complete graphs, diameter bounds and Aut(X_n) ≅ S_n (n≥5) are established.
309 (2009), no
2 Pith papers cite this work, alongside 32 external citations. Polarity classification is still indexing.
2
Pith papers citing it
32
external citations · OpenAlex
representative citing papers
A discrete Morse theory implementation of torsion subcomplex reduction yields the mod 2 Farrell-Tate cohomology of PSL(4,Z).
citing papers explorer
-
Network Realignment Complexes over General Graphs
Network realignment complexes over arbitrary connected graphs admit an equivariant deformation retraction onto a complete graph plus discrete space; for complete graphs, diameter bounds and Aut(X_n) ≅ S_n (n≥5) are established.
-
The 2-torsion in the Farrell--Tate cohomology of PSL(4,Z), and torsion subcomplex reduction via discrete Morse theory
A discrete Morse theory implementation of torsion subcomplex reduction yields the mod 2 Farrell-Tate cohomology of PSL(4,Z).