Hey! That's what Chuck said a couple o' days ago!
I feel like that guy in the lower right corner.
In other news... this is what it was like outdoors when I went to bed at oh-dark-thirty this morning:
That freezing drizzle apparently turned to snow while I was getting my beauty sleep, coz there was a light dusting that was rapidly melting by the time I got up 30 minutes ago.
I feel like that guy in the lower right corner.
In other news... this is what it was like outdoors when I went to bed at oh-dark-thirty this morning:
That freezing drizzle apparently turned to snow while I was getting my beauty sleep, coz there was a light dusting that was rapidly melting by the time I got up 30 minutes ago.




denote the probability that a random user is a big-chooser and
that of a little-chooser, Knuth uses contour integration and generating functions to find the expected number of sheets left on the larger roll when the smaller one runs out. He shows (Theorem 1) that if
is of order at least
, then
is an arbitrary parameter larger than 4pq and n is the number of sheets
in a roll. He also separately analyzes the case where p=q.
























