- Dec 30, 2002
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I was given a problem where I need to sort a set of weighted elements in to the minimum number of fixed sized containers. I remember doing something like this for a class in school, but I can't remember how.
So imagine that you have a pile of coins and that those coins can may have any value less than $1.00. I want something to sort those coins in to piles with a value of $1.00 or less. I need a way to minimize the number of piles produced during sorting.
My firt thought was something like the traveling salesman problem, but that isn't right. I can't think of anything else.
If you can think of something that is listed in Introduction to Algorithms that would be great because I have the book in front of me.
Edit: Found the solution. Thanks everyone.
http://en.wikipedia.org/wiki/Bin_packing_problem
So imagine that you have a pile of coins and that those coins can may have any value less than $1.00. I want something to sort those coins in to piles with a value of $1.00 or less. I need a way to minimize the number of piles produced during sorting.
My firt thought was something like the traveling salesman problem, but that isn't right. I can't think of anything else.
If you can think of something that is listed in Introduction to Algorithms that would be great because I have the book in front of me.
Edit: Found the solution. Thanks everyone.
http://en.wikipedia.org/wiki/Bin_packing_problem