HISTORY OF THE USE OF GEOMETRY IN THE GENERAL LINEAR-MODEL

[11] Fisher R., 1915, BIOMETRIKA, V10, P507

[12] Gauss C. F., 1857, THEORY MOTION HEAVEN

[13] HOW MUCH DO GAUSS-MARKOV AND LEAST-SQUARE ESTIMATES DIFFER - COORDINATE-FREE APPROACH [J]. ANNALS OF STATISTICS, 1975, 3 (04) : 982 - 990

[14] Halmos P. R., 2017, FINITE DIMENSIONAL V, VSecond

[15] HARTLEY HO, 1978, COMMUNICATION

[16] GEOMETRIC CHARACTERIZATION OF CONNECTEDNESS IN A 2-WAY DESIGN [J]. BIOMETRIKA, 1976, 63 (01) : 93 - 100

[17] KOLMOGOROV AN, 1946, USP MAT NAUK, V1, P57

[18] WHEN ARE GAUSS-MARKOV AND LEAST SQUARES ESTIMATORS IDENTICAL . A COORDINATE-FREE APPROACH [J]. ANNALS OF MATHEMATICAL STATISTICS, 1968, 39 (01): : 70 - &

[19] KRUSKAL W, 1975, J ROY STAT SOC B MET, V37, P272

[20] KRUSKAL W, 1961, 4TH BERK S MATH STAT, V1, P435

[11] Fisher R., 1915, BIOMETRIKA, V10, P507

[12] Gauss C. F., 1857, THEORY MOTION HEAVEN

[13] HOW MUCH DO GAUSS-MARKOV AND LEAST-SQUARE ESTIMATES DIFFER - COORDINATE-FREE APPROACH [J]. ANNALS OF STATISTICS, 1975, 3 (04) : 982 - 990

[14] Halmos P. R., 2017, FINITE DIMENSIONAL V, VSecond

[15] HARTLEY HO, 1978, COMMUNICATION

[16] GEOMETRIC CHARACTERIZATION OF CONNECTEDNESS IN A 2-WAY DESIGN [J]. BIOMETRIKA, 1976, 63 (01) : 93 - 100

[17] KOLMOGOROV AN, 1946, USP MAT NAUK, V1, P57

[18] WHEN ARE GAUSS-MARKOV AND LEAST SQUARES ESTIMATORS IDENTICAL . A COORDINATE-FREE APPROACH [J]. ANNALS OF MATHEMATICAL STATISTICS, 1968, 39 (01): : 70 - &

[19] KRUSKAL W, 1975, J ROY STAT SOC B MET, V37, P272

[20] KRUSKAL W, 1961, 4TH BERK S MATH STAT, V1, P435