In article <[EMAIL PROTECTED]>, Patrick D. Rockwell
<[EMAIL PROTECTED]> writes
>I've posted this before, but right now I can't find the answers that
>I've gotten, and I'd like to repost to see if I can get a simpler
>solution than what I've gotten before.
>
>Let's say that n people agree to meet between 2:00 P.M. and 3:00 P.M..
>If each person
>is willing to wait the same amount of time d where 0<=d<=1 and the
>amount of minutes
>the person is willing to wait is d * 60 minute (if d=0.25, means that
>the people will
>wait 15 minutes)
Should we assume
that these people all actually want to meet each other, or
that some of them would prefer to avoid others, or
that they act randomly?
If randomly, do they
arrive at a random time between 2 and 3, and go home anyway at 3, or
choose their random interval so as to fit it all into the 2-3 slot?
Nick
--
Nick Wedd [EMAIL PROTECTED]
