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The DisplacementMapFilter class lets you arbitrarily distort a display object. Common applications for this include simulating an image projected on a surface, such as a map projected onto a globe, a label projected onto a cylinder, a panoramic photo projected into the inside of a sphere or cube, or the surface of a apping banner; interactive distortions like Photoshop s Liquefy lter or Kai s Power Goo (if you remember that); optical distortions like an image viewed through glass or water; and distortions like pinching, bloating, and nonuniformly stretching. A displacement map lter doesn t change the colors or appearance of an image like the lters covered previously. Instead, it distorts the image, and it uses a displacement map, a second image, to de ne how the image should be distorted. To nd out what to draw in pixel (x, y), the lter looks at the displacement map at (x, y) and uses its color to determine an offset. It adds that offset to (x, y) and looks at this new location for the pixel to copy into the output image. So, for example, if you have a

IMPORTANT TERMS AND CONCEPTS In the E-book, click on any term or concept below to go to that subject. Asymptotic relative ef ciency Kruskal-Wallis test Nonparametric or distribution free procedures Normal approximation to nonparametric tests Paired observations Ranks Rank transformation in ANOVA Sign test Tests on the mean of a symmetric continuous distribution Tests on the median of a continuous distribution Wilcoxon rank-sum test Wilcoxon signed-rank test

displacement map of a solid color, the result of the lter will be the original image, undistorted, offset a constant amount: Every location the lter looks at returns the same color, which maps into the same offset. So every output pixel gets the value of an input pixel a constant distance away. Figure 37-1 shows how this works for a single pixel.

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16-1 16-2 16-3 16-4 QUALITY IMPROVEMENT AND STATISTICS STATISTICAL QUALITY CONTROL STATISTICAL PROCESS CONTROL INTRODUCTION TO CONTROL CHARTS 16-4.1 Basic Principles 16-4.2 Design of a Control Chart 16-4.3 Rational Subgroups 16-4.4 Analysis of Patterns on Control Charts 16-5 X AND R OR S CONTROL CHARTS

The listing shows some of the customized responses to events specific to the temperature gradient monitoring and object tracking applications. This code can be easily modified to add more behaviors, in concert with extensions to the GUIMessage class. Our use of a GME-based graphical modeling language as a concrete syntax for an ATaG program is just one of many possible representations of the program. As mentioned earlier, this decision was influenced mainly by the ease of use of a GME-based user interface, and by the fact that we could realize a concrete syntax that corresponded very closely to the abstract syntax of an ATaG program. XML or even RDF representations of ATaG programs should be possible, provided the software synthesis tool chain is configured to read and process such representations, and that the end users have a reasonably intuitive interface to create and modify ATaG programs in these alternate representations. In fact, it should be possible to write GME model interpreters that read from and write to XML files, that are then consumed by software synthesis modules.

FIGURE 37-1

16-6 16-7 16-8

CONTROL CHARTS FOR INDIVIDUAL MEASUREMENTS PROCESS CAPABILITY ATTRIBUTE CONTROL CHARTS 16-8.1 P Chart (Control Chart for Proportions) 16-8.2 U Chart (Control Chart for Defects per Unit)

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