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A Novel Solution Encoding in the Differential Evolution Algorithm for Optimizing Tourist Trip Design Problems

机译:差分演化算法中的一种新型编码方案,用于优化旅游行程设计问题

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In this paper, a tourist trip design problem is simulated by the Capacitated Team Orienteering Problem (CTOP). The objective of the CTOP is to form feasible solution, as a set of itineraries, that represent a sequence visit of nodes, that maximize the total prize collected from them. Each itinerary is constrained by the vehicle capacity and the total travelled time. The proposed algorithmic framework, the Distance Related Differential Algorithm (DRDE), is a combination of the widely-known Differential Evolution algorithm (DE) and a novel encoding/decoding process, namely the Distance Related (DR). The process is based on the representation of the solution vector by the Euclidean Distance of the included nodes and offers a data-oriented approach to apply the original DE to a discrete optimization problem, such as the CTOP. The efficiency of the proposed algorithm is demonstrated over computational experiments.
机译:在本文中,由Capacitated Team Orienteering Problem(CTOP)模拟了一个游客旅行设计问题。 CTOP的目标是形成一套可行的解决方案,作为一组路线,代表对节点的顺序访问,从而最大程度地提高从节点收集的总奖金。每个行程都受到车辆容量和总行驶时间的限制。所提出的算法框架,距离相关的差分算法(DRDE),是众所周知的差分进化算法(DE)和新颖的编码/解码过程,即距离相关的(DR)的组合。该过程基于所包含节点的欧式距离对解矢量的表示,并提供了一种面向数据的方法,可将原始DE应用于离散优化问题,例如CTOP。通过计算实验证明了该算法的有效性。

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