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Scaling vector

Obtain the predicted scores t, for this sample, using the loadings in step 6 and the scaled vector x obtained in step 7. [Pg.200]

IlMei et al. (39) derived the VHSE5 composite index of electronic effects. This scale (Vectors of Hydrophobic, Steric, and Electronic properties) was derived from principal components analysis of 50 different physico-chemical variables. [Pg.22]

One approach is to scale the solution vector prior to its use in defining the orbital transformation matrix. It may be shown - that the scaled vector... [Pg.189]

Before describing the numerical methods used to locate quaslperiodic or periodic resonant orhlts, we will define several sets of coordinates that are useful in specifying the size and shape of the three atom triangle. Let 5 be the scaled) vector from the center-of-mass of H2 to the F atom, and let r be the (scaled) H2 separation vector... [Pg.443]

In addition to the electronically adiabatic representation described by (4) and (5) or, equivalently (57) and (58), other representations can be defined in which the adiabatic electronic wave function basis set used in expansions (4) or (58) is replaced by some other set of functions of the electronic coordinates rel or r. Let us in what follows assume that we have separated the motion of the center of mass G of the system and adopted the Jacobi mass-scaled vectors R and r defined after (52), and in terms of which the adiabatic electronic wave functions are i] l,ad(r q) and the corresponding nuclear wave function coefficients are Xnd (R). The symbol q(R) refers to the set of scalar nuclear position coordinates defined after (56). Let iKil d(r q) label that alternate electronic basis set, which is allowed to be parametrically dependent on q, and for which we will use the designation diabatic. We now proceed to define such a set. LetXn(R) be the nuclear wave function coefficients associated with those diabatic electronic wave functions. As a result, we may rewrite (58) as... [Pg.430]

It is also interesting to observe that versions of the scaled vector fields represented in Equation 8.12 are found elsewhere in process engineering too [20]. For instance, the case where only the S and M vector fields are present is found in pinched... [Pg.267]

Figure 3. Loading vectors (p), scaling vectors (r) and an example of spectrums. Figure 3. Loading vectors (p), scaling vectors (r) and an example of spectrums.
Nonuniform diagonal shift matrices can be used to calculate a different a value for each variable in order to construct an underestimator of the form shown in Eq. (9). The nonzero elements of the diagonal shift matrix can no longer be related to the minimum eigenvalue of the interval Hessian matrix Hf. If all elements of the scaling vector are set to 1, the equation for the a,- values becomes... [Pg.274]

Microbubbles are small-scale vectors that can carry drugs and genetic cargo into interstitial spaces (microscopic spaces between cells within an organ), due primarily to their... [Pg.360]


See other pages where Scaling vector is mentioned: [Pg.9]    [Pg.36]    [Pg.39]    [Pg.351]    [Pg.20]    [Pg.247]    [Pg.425]    [Pg.428]    [Pg.157]    [Pg.398]    [Pg.179]    [Pg.322]    [Pg.133]    [Pg.422]    [Pg.366]   


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