Name | Kirchhoff Matrix-Tree Theorem on C5
Object | Laplacian $L(C_5)$
Type | Exact enumerative identity
Identity | $(1/5)\prod_{\lambda\ne 0}\lambda = 5$
Evidence | E0 + E1
Boundary | Unweighted $C_5$.
Parents: PF-FPV20-GOLD-C01, PF-FPV20-DIRI-C01.
Witness: PF-FPV20C-GRAPH-005 · residual $3.55\times 10^{-15}$.