28 Jan
2005
28 Jan
'05
10:30 p.m.
On Fri, Jan 28, 2005 at 08:16:59PM +0100, Henning Thielemann wrote:
But what do you mean with 1/O(n^2) ? O(f) is defined as the set of functions bounded to the upper by f. So 1/O(f) has no meaning at the first glance. I could interpret it as lifting (1/) to (\f x -> 1 / f x) (i.e. lifting from scalar reciprocal to the reciprocal of a function) and then as lifting from a reciprocal of a function to the reciprocal of each function of a set. Do you mean that?
My first guess is Omega(1/n^2). -- wli