科研之友
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摘要
We consider Bernoulli bond-percolation on a random recursive tree of size n >> 1, with supercritical parameter p(n)=1-t/ln?n+o(1/ln?n) for some t>0 fixed. We show that with high probability, the largest cluster has size close to e-tn whereas the next largest clusters have size of order n/ln?nonly and are distributed according to some Poisson random measure.
- 出版日期2014-1
