Stock Efficiency Algorithm for Lot Sizing Problem

Sang-Un Lee
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Abstract

결과 모든 데이터에 대해 최적 해를 찾았다. Abstract The lot sizing problem(LSP) is a hard problem that classified as non-deterministic(NP)-complete because of the polynomial-time optimal solution algorithm is unknown yet. The well-known W-W algorithm can be obtain the solution within polynomial-time, but this algorithm is a very complex, therefore the heuristic approximated S-M algorithm is suggested. This paper suggests  linear-time complexity algorithm that can be find not the approximated but optimal solution. This algorithm determines the lot size  ∗ in period  to the sum of the demands of interval   , the period   is determined by the holding cost will not exceed setup cost of   period.
批量问题的库存效率算法
大数据:大数据:大数据:大数据摘要批量划分问题(LSP)是一类难解问题,由于其多项式时间最优解算法尚不明确,因此被归为非确定性完全问题。众所周知的W-W算法可以在多项式时间内得到解,但该算法非常复杂,因此提出了启发式近似S-M算法。本文提出了一种能找到最优解而非近似解的线性时间复杂度算法——。该算法确定了在周期内的批量大小*以需求的总和为区间,周期是由持有成本不超过设置成本所决定的周期。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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