Correspondence analysis and connected techniques. New approaches to statistical data analysis (Q1962866)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Nishisato, Shizuhiko}, ``Dual scaling'' and its applications, 9-31 [Zbl 1028.91594] \textit{van der Heijden, Peter G. M.; Teunissen, Joop; van Orlé, Charles}, Multiple correspondence analysis: a tool for classification of life histories, 33-58 [Zbl 1052.62524] \textit{Cazes, Pierre; Moreau, Jean}, Correspondence analysis of a contingency table with rows and columns being endowed with a structure of a bi-stochastic graph, 87-103 [Zbl 1052.62521] \textit{Moreau, Jean; Doudin, Pierre-André; Cazes, Pierre}, Study of intra-individual variability by correspondence analysis, 105-119 [Zbl 1052.62554] \textit{Benali, Habib}, Multiple smoothed correspondences analysis and multiple correspondence analysis of local differences, 121-143 [Zbl 1052.62519] \textit{Abdessemed, Lila; Escofier, Brigitte}, Analysis of interaction and inter and intra variability in a ternary frequency table, 145-164 [Zbl 0957.62048] \textit{Denimal, Jean-Jacques}, Factor analysis of interactions, 165-180 [Zbl 0957.62049] \textit{Lauro, Carlo; Siciliano, Roberta}, Nonsymmetric correspondence analysis of contingency tables, 183-210 [Zbl 1052.62522] \textit{Marcotorchino, J. F.}, Burt-Condorcet duality: Relation between factorial correspondence analysis and relational analysis, 211-227 [Zbl 1052.62523] \textit{Hayashi, Chikio}, A new correspondence analysis method: The method ``points and arrows'', 229-245 [Zbl 0957.62050]