论文信息 - Procrustes Analysis and Geodetic Sciences

Procrustes Analysis and Geodetic Sciences

Procrustes analysis is a well known technique to provide least squares matching of two or more factor loading matrices or for the multidimensional rotation and scaling of different matrix configurations. Applied at first as a useful tool in factor analysis, today it has become a popular method of shape analysis (Goodall 1991, Dryden and Mardia 1998).

Fabio Crosilla | F. Crosilla

[1] C. Boucher,et al. The ITRF96 realization and its associated velocity field , 1998 .

[2] F. Crosilla. A Criterion Matrix for Deforming Networks by Multifactorial Analysis Techniques , 1985 .

[3] P. Schönemann,et al. A solution to the weighted procrustes problem in which the transformation is in agreement with the loss function , 1976 .

[4] J. Gower. Generalized procrustes analysis , 1975 .

[5] C. Goodall. Procrustes methods in the statistical analysis of shape , 1991 .

[6] Peter H. Schönemann,et al. Alternative measures of fit for the Schönemann-carroll matrix fitting algorithm , 1974 .

[7] Deborah F. Swayne,et al. A weighted procrustes criterion , 1991 .

[8] P. Schönemann,et al. A generalized solution of the orthogonal procrustes problem , 1966 .

[9] F. Sansò,et al. Optimization and design of geodetic networks , 1985 .

[10] K. Mardia,et al. Statistical Shape Analysis , 1998 .

[11] P. Schönemann,et al. Fitting one matrix to another under choice of a central dilation and a rigid motion , 1970 .

[12] Fabio Crosilla,et al. A criterion matrix for the second order design of control networks , 1983 .

[13] J. Berge,et al. Orthogonal procrustes rotation for two or more matrices , 1977 .