Reverse Wiener Index Calculator

diameter-complement distance

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About Reverse Wiener Index Calculator

A reverse Wiener index calculator computing Λ(G) = Σ_{i<j} [diam(G) - d(i,j)]. Hosoya (1988 concept), named by Balaban-Randić (2004). Complements Wiener: large if vertices are close. Λ + W = diam·n(n-1)/2. Client-side.

Reverse Wiener Index Calculator Features

  • Λ(G)
  • diam−d
  • Λ+W=const
  • Complement
  • Common graphs

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