A knapsack problem with mixed distributional weight

N. Akpan, E. Etuk
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Abstract

In this paper we present a knapsack problem whose weight parameter is a mixture of two known distributions (Exponential and Gamma). This problem gives room for the overflowed items which perhaps will help in minimizing the penalty due to the loss of goodwill. An algebraic model is proposed for solving the problem. The behaviors of the mixture of these two distributions are also presented graphically.
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混合分布权重的背包问题
本文给出了一个权重参数是两个已知分布(指数分布和伽马分布)的混合的背包问题。这个问题为过多的物品提供了空间,这可能有助于最小化由于商誉损失而造成的惩罚。提出了一种求解该问题的代数模型。这两种分布的混合行为也用图形表示出来。
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