On the limit of large girth graph sequences

  title={On the limit of large girth graph sequences},
  author={G{\'a}bor Elek},
Let d ≥ 2 be given and let μ be an involution-invariant probability measure on the space of trees T ∈ Td with maximum degrees at most d. Then μ arises as the local limit of some sequence {Gn} ∞ n=1 of graphs with all degrees at most d. This answers Question 6.8 of Bollobás and Riordan [4]. 
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