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A Shared-Memory ACO-Based Algorithm for Numerical Optimization

机译:基于共享的数值优化算法

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Numerical optimization techniques are applied to a variety of engineering problems. The objective function evaluation is an important part of the numerical optimization and is usually realized as a black-box simulator. For efficient solving the numerical optimization problem, new shared-memory approach is proposed. The algorithm is based on an ACO meta-heuristics, where indirect coordination between ants drives the search procedure towards the optimal solution. Indirect coordination offers a high degree of parallelism and therefore relatively straightforward shared-memory implementation. For the communication between processors, the Intel-OpenMP library is used. It is shown that speed-up strongly depends on the simulation time. Therefore, algorithm's performance, according to simulator's time complexity, is experimentally evaluated and discussed.
机译:数值优化技术应用于各种工程问题。客观函数评估是数值优化的重要组成部分,通常实现为黑盒模拟器。为了高效解决数值优化问题,提出了新的共享内存方法。该算法基于ACO元启发式,其中蚂蚁之间的间接协调将搜索过程朝向最佳解决方案驱动。间接协调提供高度的并行性,因此相对简单的共享存储器实现。对于处理器之间的通信,使用Intel-OpenMP库。结果表明,速度强烈取决于模拟时间。因此,算法的性能根据模拟器的时间复杂性,是通过实验评估和讨论的。

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