Spanning Tree Count Calculator

Kirchhoff's theorem: τ(G)

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About Spanning Tree Count Calculator

A spanning tree count calculator using Kirchhoff's matrix tree theorem: τ(G) = any cofactor of the Laplacian matrix L(G). For K_n: τ = n^{n-2} (Cayley's formula). For C_n: τ = n. For K_{m,n}: τ = m^{n-1}·n^{m-1}. Client-side.

Spanning Tree Count Calculator Features

  • τ(G) count
  • Cayley's formula
  • Common graphs
  • Laplacian det
  • Sequence

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