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seen Sep 10 at 12:10

Sep
10
comment An upper bound for the growth of a Galton-Watson tree with binomial offspring distribution
Will look. Thanks!
Sep
6
comment An upper bound for the growth of a Galton-Watson tree with binomial offspring distribution
I am interested in the case where $np>1$. Specifically, $p=\Theta(\frac{\log n}{n})$.
Sep
5
awarded  Informed
Sep
5
asked An upper bound for the growth of a Galton-Watson tree with binomial offspring distribution
Apr
12
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Feb
2
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Feb
1
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Feb
1
accepted Let G and H be finite index subgroups of a free group. Does GH=HG?
Feb
1
asked Let G and H be finite index subgroups of a free group. Does GH=HG?