Page 24 - Jolliffe I. Principal Component Analysis
P. 24

List of Figures






















                                 1.1  Plot of 50 observations on two variables x 1 ,x 2 . ......  2
                                 1.2  Plot of the 50 observations from Figure 1.1 with respect to
                                      their PCs z 1 , z 2 . .......................          3
                                 1.3  Student anatomical measurements: plots of 28 students with
                                      respect to their first two PCs. × denotes women;
                                      ◦ denotes men. ........................                4

                                                                                   80 44
                                 2.1  Contours of constant probability based on Σ 1 =  .    23
                                                                                  44 80
                                                                                   8000 440
                                 2.2  Contours of constant probability based on Σ 2 =    .  23
                                                                                 440  80
                                 3.1  Orthogonal projection of a two-dimensional vector onto a
                                      one-dimensional subspace.  .................          35

                                 4.1  Graphical representation of the coefficients in the second
                                      PC for sea level atmospheric pressure data. . .......  73

                                 5.1  (a). Student anatomical measurements: plot of the first two
                                      PC for 28 students with convex hulls for men and
                                      women superimposed. ....................              82
                                 5.1  (b). Student anatomical measurements: plot of the first two
                                      PCs for 28 students with minimum spanning
                                      tree superimposed. ......................             83
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