WAS EUCLID AN UNNECESSARILY SOPHISTICATED PSYCHOLOGIST

被引：48

作者：

ARABIE, P ^{[1
]}

机构：

[1] INST MATH STUDIES SOCIAL SCI,STANFORD,CA

来源：

PSYCHOMETRIKA | 1991年 / 56卷 / 04期

关键词：

MULTIDIMENSIONAL SCALING; FACILITY PLANING; CITY-BLOCK DISTANCES; MINKOWSKI METRICS; RECTANGULAR METRIC; RECTILINEAR METRIC; MANHATTAN METRIC; COMBINATION RULES;

D O I：

10.1007/BF02294491

中图分类号：

O1 [数学];

学科分类号：

0701 ; 070101 ;

摘要：

A survey of the current state of multidimensional scaling using the city-block metric is presented. Topics include substantive and theoretical issues, recent algorithmic developments and their implications for seemingly straightforward analyses, isometries with other metrics, links to graph-theoretic models, and future prospects.

引用

页码：567 / 587

页数：21

共 154 条

[11] METRICS ON SPACES OF FINITE TREES [J].

BOORMAN, SA ;

OLIVIER, DC .

JOURNAL OF MATHEMATICAL PSYCHOLOGY, 1973, 10 (01) :26-59

[12] DIMENSIONAL MODELS FOR THE PERCEPTION OF RECTANGLES [J].

BORG, I ;

LEUTNER, D .

PERCEPTION & PSYCHOPHYSICS, 1983, 34 (03) :257-267

[13]

BORG I, 1983, GERMAN J PSYCHOL, V7, P63

[14]

Borg I., 1987, MULTIDIMENSIONAL SIM

[15]

BORTZ J, 1974, ARCH PSYCHOL-GER, V126, P196

[16]

Boyd J.P., 1972, MULTIDIMENSIONAL SCA, V1, P213

[17] PARAMETRIC FACILITY LOCATION ON A TREE NETWORK WITH AN LP-NORM COST FUNCTION [J].

BRANDEAU, ML ;

CHIU, SS .

TRANSPORTATION SCIENCE, 1988, 22 (01) :59-69

[18]

BUJA A, 1991, JUN M CLASS SOC N AM

[19]

Busemann H., 1950, COMMENT MATH HELV VO, V24, P156, DOI DOI 10.1007/BF02567031

[20]

Busemann H., 1955, GEOMETRY GEODESICS

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