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Defining contrast

Papayannopoulou T, Craddock C, Nakamoto B, Priestley GV, Wolf NS. The VLA4/VCAM-1 adhesion pathway defines contrasting mechanisms of lodgement... [Pg.133]

The relationship D = ABC in this design is called the generator. The factor D and the three-factor interaction ABC are called aliases of one another because they are confounded. All aliases can be determined with the help of the defining relation or defining contrast (I). It is obtained by multiplying the effects occuring in the generator. [Pg.99]

Defining contrast is obtained by multiplying the generating ratio by its associated factor. The defining contrast, the case, XiX2X3=X4 has the form l=XiX2X3X4. [Pg.273]

The given ratio helps to determine aliased/confounded effects. For this, it is necessary to multiply successively both sides of the defining contrast by factors from matrix columns. Factor X4 is in this case obtained ... [Pg.273]

By multiplying the chosen generating ratio with new factor X3 we obtain the defining contrast 1=X X2X3. [Pg.273]

To illustrate this let us observe the FUFE 2s. In this case we obtain a half-replica of type 25 1, as given by the generating ratio X5=X1X2X3X4. The associated defining contrast is 1=X1X2X3X4X5, and aliased/confounded estimates are defined by these ratios ... [Pg.274]

By multiplying defining contrast (two, three or four) we obtain the general defining contrast ... [Pg.275]

Determine aliiased/confounded effects in accord with generating ratios or defining contrasts ... [Pg.301]

Table 2 Validation model to define contrast-induced nephropathy (CIN) ... Table 2 Validation model to define contrast-induced nephropathy (CIN) ...
Modeling Defined Contrasting Perspectives As is perhaps already evident, the idea conveyed by the word modeling is ambiguous. This ambiguity is ultimately linked to fundamental questions concerning... [Pg.15]

Define contrast of an image. Elucidate the different factors that affect the contrast. [Pg.115]

Fig. 6.11 Likely relationships between Ecalbomte organic fractionation ( sedlInentalJ and surface-water temperature (which controls Ecaicjte co2(aq)) f°r varying photosynthetic fractionation and allowing for heterotrophic fractionation (photosynthesis Ehet)> as described in Section 5.8.5 and Fig. 5.59 (after Hayes et al. 1999).The half-tone areas define contrasting climatic conditions.Any chemotrophic contributions to kerogen are ignored. Fig. 6.11 Likely relationships between Ecalbomte organic fractionation ( sedlInentalJ and surface-water temperature (which controls Ecaicjte co2(aq)) f°r varying photosynthetic fractionation and allowing for heterotrophic fractionation (photosynthesis Ehet)> as described in Section 5.8.5 and Fig. 5.59 (after Hayes et al. 1999).The half-tone areas define contrasting climatic conditions.Any chemotrophic contributions to kerogen are ignored.
In order to find the Vi fraction, k = 2, and/- k = 5 -2 = 3, we start with a 2 full factorial and we choose two defining contrasts. We attempt to choose them with as little overlap as possible because with multiple contrasts we need to worry not only about the defining contrasts but the implicit contrasts created by their interaction. For example, if we choose 1234 and 235 we also have, tacitly, 1223245 = 145, and this is how Table 3.12 was generated. Other choices fare no better (124 and 235 give 1345) and some fare much worse (e.g., 124 and 125 give 5, meaning that we will be confounding with - a. very bad idea). [Pg.73]

In living transplant donors, it is essential to display the vascular anatomy prior to surgery. Scanning, e.g. of the liver, by CT requires acquisition of different well-defined contrast phases for the detection of the overlaying different vascular structures. Newer workstations provide for three-dimensional... [Pg.217]

The preceding definition is related to the specification of resolution with respect to the human visual system. In this case resolution is determined by the closeness of spacing between alternate black and white lines of equal width and defined contrast. These are known as line pairs and for a 300-dpi printer it would result in a value of 150 line pairs per inch. This is not strictly correct since the black fines would be wider than the white spaces due to the roundness of the dot. Since the human visual system has a response that approaches zero near 300 fine pairs per inch, gains made in text print quality by increasing resolution... [Pg.2145]

Figure 3 shows a typical AFM image of a PAAm micropatterned PLA film surface. A well-defined contrast in the phase image in Figure 3a indicated that the AFM tip experienced two different interactions corresponding to PLA and PAAm. The thickness of the PAAm layers on PLA film was observed to be around 250 nm (Figure 3b). It also showed that the pattern was not a square step as theoretically expected, but was closer to a parabolic shape. Figure 4 is an optical microscopy image of the micropattern and clearly shows the distinct PAAm and PLA regions. Figure 3 shows a typical AFM image of a PAAm micropatterned PLA film surface. A well-defined contrast in the phase image in Figure 3a indicated that the AFM tip experienced two different interactions corresponding to PLA and PAAm. The thickness of the PAAm layers on PLA film was observed to be around 250 nm (Figure 3b). It also showed that the pattern was not a square step as theoretically expected, but was closer to a parabolic shape. Figure 4 is an optical microscopy image of the micropattern and clearly shows the distinct PAAm and PLA regions.

See other pages where Defining contrast is mentioned: [Pg.268]    [Pg.272]    [Pg.274]    [Pg.534]    [Pg.250]    [Pg.169]    [Pg.283]    [Pg.285]    [Pg.448]    [Pg.73]    [Pg.73]    [Pg.76]    [Pg.76]    [Pg.235]    [Pg.242]    [Pg.126]   
See also in sourсe #XX -- [ Pg.99 ]

See also in sourсe #XX -- [ Pg.272 ]

See also in sourсe #XX -- [ Pg.272 ]




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Modeling Defined Contrasting Perspectives

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