Formal Statement
Given a bin size and a list of items with sizes to pack, find an integer and a -partition of such that for all . A solution is optimal if it has minimal . The -value for an optimal solution is denoted OPT below. A possible Integer Linear Programming formulation of the problem is:
| minimize | ||
| subject to | ||
Read more about this topic: Bin Packing Problem
Famous quotes containing the words formal and/or statement:
“On every formal visit a child ought to be of the party, by way of provision for discourse.”
—Jane Austen (17751817)
“The new statement will comprise the skepticisms, as well as the faiths of society, and out of unbeliefs a creed shall be formed. For, skepticisms are not gratuitous or lawless, but are limitations of the affirmative statement, and the new philosophy must take them in, and make affirmations outside of them, just as much as must include the oldest beliefs.”
—Ralph Waldo Emerson (18031882)