DEA
latest issue
 
INDEX - Vol. XL - N. 1-2 (1982)
 
 
R. COPPI, Theoretical and practical problems in the analysis of multidimesional contingency tables
L.A. GOODMAN, The Analysis of Contingency Tables Having Ordered Categories Using Log-linear and Log-nonlinear Models
Y. ESCOUFIER, L'Analyse des tableaux de contingence simples et multiples
A. BELLACICCO - P. CORBO', Rattdex: a Montecarlo clustering algorithm
S. BOLASCO, Vers une interprŽtation sŽmiotique de l'analyse des donnŽes
A.W. PIMAZONI CANTON - C.L. SZWARCWALD, Discrete Discriminant Analysis and Log-linear Models
G. CAVEDON - E. D'ARCANGELO - F. DE ANTONI, Analysis of relationship among categorical variables: a comparison between correspondence analysis and log-linear models
D. COLLOMBIER, Sur la formulation des hypotheses de non-interaction pour l'analyse des tables de contingence
R. COLOMBI, Generalized hierarchical models for multiple contingency tables
PAUL M. DE JONG, The reliability of methods for predicting missing figures in migration tables
R. GILCHRIST, Using GLIM to analyse continuous proportions
A.Z. ISRAELS - J.G. BETHLEHEM - J. VAN DRIEL - M.E. JANSEN - J. PANNEKOEK - S.J.M. DE REE - D. SIKKEL, Multivariate analysis methods for discrete variables
N.C. LAURO - A. DECARLI, Correspondence analysis and log-linear models in multiway contingency tables study. Some remarks on experimental data
G.B. NATH - H.B. NATH, A combinatorial test for homogeneity of dichotomous responses
J.A. NELDER, Analysis of generalised linear models using GLIM
H. SALOMAA - E. UUSIPAIKKA, A model for dependence structure between continuous and discrete random responses
Y. SAKAMOTO, Efficient use of Akaike's information criterion for model selection in high dimensional contingency table analysis
L. TELEGDI, Multiple multidimensional scaling - a new approach to the analysis of multidimensional contingency tables with application to congenital abnormalities
M. TENENHAUS, Multiple correspondence analysis and duality schema a synthesis of different approaches
H. WOLD - J. L. BERTHOLET, The PLS (Partial Least Squares) Approach to Multidimensional Contingency Tables
, Round Table on "The comparison of different approaches to the Analysis of contingency tables, in the light of applications"