Using a New Algorithm to Improve the Search Answer in Quadratic Assignment Problem (QAP)

Hossein Jafari, A. Sheykhan
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引用次数: 1

Abstract

Layout design problem is one of the useful field of study used to increase the efficiency of sources in organizations. In order to achieve an appropriate layout design, it is necessary to define and solve the related nonlinear programming problems. Therefore, using computer in solving the related problems is important in the view of the researchers of this area of study. However, the designs produced by a computer to solve big problems require more time, so, this paper suggests an algorithm that can be useful in better performance of the known algorithms such as Branch and Bound. The proposed study aims to improve the performance of the branch and bound (BB) algorithm in solving QAP problems. The findings show that the proposed method enables the BB algorithm to produce an optimal solution in the minimum amount of time.
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一种改进二次分配问题搜索答案的新算法
布局设计问题是一个有用的研究领域,用于提高资源在组织中的效率。为了实现合理的布局设计,有必要定义和解决相关的非线性规划问题。因此,在这一研究领域的研究者看来,利用计算机来解决相关问题是很重要的。然而,由计算机生成的解决大问题的设计需要更多的时间,因此,本文提出了一种算法,可以更好地性能已知的算法,如分支和边界。本研究旨在提高分支定界(BB)算法在求解QAP问题中的性能。研究结果表明,所提出的方法使BB算法能够在最短的时间内产生最优解。
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