VLSI中关键连接确定的蚁群算法

D. Zaporozhets, D. Zaruba, E. Kuliev
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引用次数: 2

摘要

本文以旅行商问题为例,研究了一种用于超大规模集成电路中关键连接确定的改进蚁群算法。该算法是群体智能方法的一部分,该方法是描述分散自组织系统的集体行为的生物启发方法之一。它由一组相互作用并与环境相互作用的代理(蚂蚁)组成。本文给出了旅行商问题的表述。所描述的改进蚁群算法允许在多项式时间内获得拟最优解集。一系列的测试和实验使得对算法的时间复杂度及其对不同结构图的行为的理论估计成为可能。时间复杂度在最佳情况下表示为O(nlogn),在最坏情况下表示为O(n3)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Ant Algorithm for Determining of Critical Connections in VLSI
The paper deals with a modified ant algorithm for the determination of critical connections in VLSI using as an example a traveling salesman problem. This algorithm is a part of the swarm intelligence method, which is one of the bioinspired approaches that describe the collective behavior of a decentralized self-organizing system. It consists of a set of agents (ants) interacting with each other and with the environment. The paper presents the statement of the traveling salesman problem. The described modified ant algorithm allows to obtain sets of quasi-optimal solutions in polynomial time. Series of tests and experiments made it possible to specify theoretical estimates of the algorithms' time complexity and their behavior for graphs with different structures. The time complexity is represented as O(nlogn) at the best case, O(n3) at the worst case.
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