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References |
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The following materials were
very useful for constructing ATRISCAL. |
|
Adachi,
K. (2007) The Japanese Journal of Behaviormetrics, 34,
147-154. Multivariate angular analysis of correlation matrices |
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Asymmetric Multidimensional Scaling |
|
Cox,
T. F. & Cox, M. A. A. (2001) Chapman and Hall. Multidimensional
Scaling |
|
Green,
P. J. & Sibson, R. (1978) Computer
Journal, 21, 168-173. Computing Dirichlet tessellations in the plane |
|
Ikeda,
H. (2007) Memorial speech at The University of Tokyo. From measurement of comparison to measurement of transition |
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Nakayama,
A. & Yokoyama, S. (2010) The 13rh Spring Seminar of The Behaviormetric Society of Japan, 40-57. Multidimensional scaling |
|
Okada,
A. & Imaizumi, T. (1987) Behaviormetrika, 21,
81-96. Nonmetric multidimensional scaling of asymmetric proximities |
|
Okada,
A. & Imaizumi, T. (1994) Kyoritsu-Shuppan. Multidimensional Scaling using Personal Computer |
|
Ueno,
M. (2002) Behaviourmetrika,
29, 59-79. An extension of the IRT to a network model |
|
Saburi,
S. & Chino, N. (2008) Computational
Statistics and Data Analysis, 52,
4673-4684. A maximum liklihood method for an
asymmetric MDS model |
|
Saito,
T. & Yadohisa, H. (2005) Marcel Dekker, Inc. Data Analysis of Asymmetric Structures:
Advanced Approaches in Computational Statistics |
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Varoneckas, A., Žilinskas, A., & Žilinskas, J. (2006) In I.D.L. Bogle, J. Žilinskas (Eds.) Computer Aided Methods in Optimal
Design and Operations. World Scientific. Multidimensional scaling using parallel genetic algorithm (pp.
129-138) |