how to determine whether a subgraph is too small how to find if network network is not sufficient why is the number of comparisons too small in an r network how is $n$ too large how do i determine if a subgraph is very small what is the optimal size to use in a network comparison? which is bigger n$ or f$ how do we determine if a network has enough comparisons? the number of connections in a comparison network is called: how can i find out if $n$ is too small when is $n$ too small what is the purpose of $n$ how do we determine if the number of comparisons is enough how to determine whether one graph is too small how can we tell if $n$ is too large which graph is too small r what to use if n is too small if a network is too small - what's it? what does the term n/s represent? how to determine if one comparison network is too small