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Balancing Input-Output tables with Bayesian slave-raiding ants

机译:平衡与贝叶斯奴隶袭击蚂蚁的输入输出表

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摘要

Input-Output (I-O) tables are produced by statistical offices to estimate the relationships between the sectors of an economy. I-O tables can be unbalanced if the sum of its columns (total input destination) does not equal the sum of its rows (total output). An artificial Ant Colony (ACO) algorithm based on Bayesian slave-making polymorphus ants is proposed for balancing an I-O matrix. The approach is inspired on the behavior of Rossomyrmex minuchae, a parasite ant that enslaves other species of ants (Proformica) which in turn choose an optimal path between their colony and the source of food by leaving a trace of pheromones. In the algorithm, an improvement in the balance of I-O accounts increase the pheromones, thus raising the probability of ants moving towards the equilibrium of the matrix. An application to a real I-O matrix and Monte Carlo experiments were performed to evaluate the proposed ACO algorithm. The results showed that slave-raiding ACO can be used by statistical offices as an automated algorithm to produce more timely and reliable I-O tables.
机译:输入输出(I-O)表是由统计办公室产生的,以估计经济部门之间的关系。如果其列的总和(总输入目的地)不等于其行的总和(总输出),则I-O表可能不平衡。提出了一种基于贝叶斯奴隶制多晶蚁蚂蚁的人工蚁群(ACO)算法,用于平衡I-O矩阵。该方法受到Rossomyrmex Minuchae的行为的启发,这是一种寄生蚂蚁,它奴役了其他物种的蚂蚁(Proformica),其通过留下一丝信息素来选择殖民地和食物来源之间的最佳路径。在算法中,I-O账户余额的改进增加了信息素,从而提高了蚂蚁朝向基质平衡的概率。对真实I-O矩阵和蒙特卡罗实验进行了应用以评估所提出的ACO算法。结果表明,索取ACO可以通过统计办公室作为自动化算法使用,以产生更及时可靠的I-O表。

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