Given items of different weights and values, we need find the most valuable set of items that fit in a knapsack of fixed capacity . More details: there are a knapsack of capacity c > 0 and n items(c<1000,n<100). Each item has weight wi > 0 and value vi > 0. Find the selection of items (δi = 1 if selected, 0 if not) that fit, sum(δiwi )≤ c, and the total value, sum( δivi), is maximized.
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