Independence Number Calculator

α(G) = max independent set

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About Independence Number Calculator

An independence number calculator finding α(G): max independent set size. α(K_n)=1, α(K_{m,n})=max(m,n), α(C_n)=⌊n/2⌋. Related to clique cover: α(G)=ω(Ḡ). Ramsey connection: max(α,ω)≥√n. NP-hard in general. Client-side.

Independence Number Calculator Features

  • α(G) value
  • Independent set
  • Common graphs
  • Complement clique
  • Ramsey bound

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