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POLYGONAL APPROXIMATION OF PLANAR DIGITAL CURVES USING ANT SYSTEM

机译:用蚂蚁系统逼近平面数字曲线的多边形逼近。

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摘要

This paper presents a new polygonal approximation method using the ant system. The problem is represented by a directed graph such that the objective of the original problem becomes to find the shortest cycle that satisfies the problem constraints. A number of artificial ants (agents) are distributed on the graph and communicating with one another through the pheromone trails which are a form of the long-term memory recording the positive tours previously constructed. The important properties of the proposed method are thoroughly investigated. The performance of the proposed method compared to those of the genetic-based and the tabu search-based approaches is very promising.
机译:本文提出了一种新的使用蚂蚁系统的多边形逼近方法。该问题由有向图表示,因此原始问题的目标将变为找到满足问题约束的最短周期。许多人造蚂蚁(代理)分布在图形上,并通过信息素踪迹彼此通信,信息素踪迹是记录先前构造的正向旅行的长期记忆的一种形式。彻底研究了所提出方法的重要特性。与基于遗传和基于禁忌搜索的方法相比,该方法的性能非常有前途。

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