基于dna的车辆路径问题求解

C. Yeh
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引用次数: 5

摘要

车辆路径问题是运筹学中寻找最优路径集的最具挑战性的优化问题之一。求解有能力车辆路径问题(CVRP)的目标是确定一组最短路径,使具有固定容量的单个车辆从满足所有客户需求的中心仓库出发。本文提出了一种基于嵌入容量约束的给定路径顶点集计算路径距离的改进Adleman-Lipton模型,通过在并行处理中执行分子运算,以指数方式加快求解大节点CVRP问题的速度。本工作通过四个步骤提供分子解:(1)生成所有部分路径的解空间,(2)收集可行路径,(3)计算顶点容量,(4)收集最小距离的链。
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Solving Capacitated Vehicle Routing Problem Using DNA-based Computation
The vehicle routing problem is one of the most challenging optimization tasks involved in searching optimal route sets in operational research. The objective of solving Capacitated Vehicle Routing Problem (CVRP) is to identify a set of shortest paths for a fleet of individual vehicles with fixed capacity from a central depot that serve all customer demand. This study describes a deoxyribonucleic acid (DNA) computing model, a modified Adleman-Lipton model, for calculating path distance with respect to vertex set of given paths with embedded capacity constraint, exponentially accelerating the search for the solution of CVRP with large nodes by executing molecular operation in parallel processing. This work provided molecular solutions via four steps: (1) generating the solution space of all partial paths, (2) collecting feasible paths, (3) calculating vertices capacity, and (4) gathering strands with the minimum distance.
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