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The classical binary knapsack problem has numerous generalisations in relation to not only a capacity constraint but also an objective function. In 2006, two knapsack problems have coincidentally been proposed, both of which have an extension of the objective function paying the penalty. This...
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This is a revised version of Iida [5]: We introduce a new type of problem that we shall call collapsing subset-sum problem, and present an algorithm to solve the problem. The problem is a special case of the collapsing knapsack problem, and the algorithm based on a depth-first branch-and-bound...
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整数ナップサック問題は, よく知られた0–1 ナップサック問題の数ある拡張の一つである.0–1 ナップサック問題の拡張ゆえに, 整数ナップサック問題も容易には解けない問題であり,...
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頂点被覆は, NP 困難な組合せ最適化問題ゆえに, 多項式時間では解き得ないと考えられている. 他方, 頂点被覆にはいくつかの近似解法が提案されている. これら近似解法には, 大きく分けて二種類, 即ち,...
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