Re: [tlug] Knapsack problem ...

[Bruno Raoult <braoult@example.com>]

On Fri, Feb 8, 2013 at 6:19 AM, Curt Sampson <cjs@example.com> wrote:

On 2013-02-07 17:01 +0900 (Thu), Stephen J. Turnbull wrote:

> Curt Sampson writes:
>
>  > Which knapsack problem? 0-1, bounded or unbounded?
>
> There's a rip in the bottom and my money keeps falling out...

Oh, that's simple, then. You can put everything in to your knapsack.

Oh not enough!
Did you install the tube from bottom to top to avoid the problem again?

Bruno.


-- 
2 + 2 = 5, for very large values of 2.