MATHEMATICAL FORMULATION OF MULTIVARIATE EUCLIDEAN MODELS FOR DISCRIMINATION METHODS

被引：39

作者：

MULLEN, K

ENNIS, DM

机构：

[1] PHILIP MORRIS RES CTR,POB 26583,RICHMOND,VA 23261

[2] UNIV GUELPH,DEPT MATH & STAT,GUELPH N1G 2W1,ONTARIO,CANADA

来源：

PSYCHOMETRIKA | 1987年 / 52卷 / 02期

关键词：

D O I：

10.1007/BF02294237

中图分类号：

O1 [数学];

学科分类号：

0701 ; 070101 ;

摘要：

引用

页码：235 / 249

页数：15

共 14 条

[1]

Amerine M., 1965, PRINCIPLES SENSORY E

[2]

David H. A, 1962, 55 VIRG POL I DEP ST

[3] A MULTIVARIATE MODEL FOR DISCRIMINATION METHODS [J].

ENNIS, DM ;

MULLEN, K .

JOURNAL OF MATHEMATICAL PSYCHOLOGY, 1986, 30 (02) :206-219

[4] THEORETICAL ASPECTS OF SENSORY DISCRIMINATION [J].

ENNIS, DM ;

MULLEN, K .

CHEMICAL SENSES, 1986, 11 (04) :513-522

[5] THE EFFECT OF DIMENSIONALITY ON RESULTS FROM THE TRIANGULAR METHOD [J].

ENNIS, DM ;

MULLEN, K .

CHEMICAL SENSES, 1985, 10 (04) :605-608

[6] VARIATIONS OF THE TRIANGULAR METHOD AND THE RELATIONSHIP OF ITS UNIDIMENSIONAL PROBABILISTIC MODELS TO 3-ALTERNATIVE FORCED-CHOICE SIGNAL-DETECTION THEORY MODELS [J].

FRIJTERS, JER .

BRITISH JOURNAL OF MATHEMATICAL & STATISTICAL PSYCHOLOGY, 1979, 32 (NOV) :229-241

[7] TABLES OF D' FOR THE TRIANGULAR METHOD AND THE 3-AFC SIGNAL-DETECTION PROCEDURE [J].

FRIJTERS, JER ;

KOOISTRA, A ;

VEREIJKEN, PFG .

PERCEPTION & PSYCHOPHYSICS, 1980, 27 (02) :176-178

[8] MULTIDIMENSIONAL-SCALING BY OPTIMIZING GOODNESS OF FIT TO A NONMETRIC HYPOTHESIS [J].

KRUSKAL, JB .

PSYCHOMETRIKA, 1964, 29 (01) :1-27

[9] NONMETRIC MULTIDIMENSIONAL-SCALING - A NUMERICAL-METHOD [J].

KRUSKAL, JB .

PSYCHOMETRIKA, 1964, 29 (02) :115-129

[10] THE ANALYSIS OF PROXIMITIES - MULTIDIMENSIONAL-SCALING WITH AN UNKNOWN DISTANCE FUNCTION .1. [J].

SHEPARD, RN .

PSYCHOMETRIKA, 1962, 27 (02) :125-140

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