衡量人类在聚类问题上的表现:一些潜在的客观标准和实验研究机会

M. Brusco
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引用次数: 3

摘要

人类在离散优化问题上的表现的研究已经有相当长的历史,跨越了各个学科。本文的目的是概述一个研究程序,用于测量人类在二维平面上与点聚类有关的离散优化问题上的表现。我描述了聚类问题可能的客观标准,测量由受试者产生的解决方案的一致性,以及调查人类在聚类问题上的表现的实验类别。为了便于将来对人类受试者进行聚类问题的实验测试,对233个二维聚类问题进行了最优划分,大小从10到70个点不等。对于每个测试问题,根据(a)最大分区分裂、(b)最小分区直径和(c)最小簇内平方和这三个客观标准分别获得了最优解,并计算了这些标准之间解的相似度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Measuring Human Performance on Clustering Problems: Some Potential Objective Criteria and Experimental Research Opportunities
The study of human performance on discrete optimization problems has a considerable history that spans various disciplines. The purpose of this paper is to outline a program of study for the measurement of human performance on discrete optimization problems related to clustering of points in the two-dimensional plane. I describe possible objective criteria for clustering problems, the measurement of agreement of solutions produced by subjects, and categories of experiments for investigating human performance on clustering problems. To facilitate future experimental testing of human subjects on clus- tering problems, optimal partitions were obtained for 233 two-dimensional clustering problems ranging in size from 10 to 70 points. For each test problem, an optimal solu- tion was obtained for each of three objective criteria: (a) maximizing partition split, (b) minimizing partition diameter, and (c) minimizing within-cluster sums of squares, and similarity of the solutions among these criteria has been computed.
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