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Mar
18 |
accepted | Probability of a giant component existing in a $G(n,p)$ random graph with $p=\omega(\frac 1n)$ |
Jan
25 |
asked | Probability of a giant component existing in a $G(n,p)$ random graph with $p=\omega(\frac 1n)$ |
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 |
awarded | Supporter |
Feb
2 |
awarded | Student |
Feb
1 |
awarded | Scholar |
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? |