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can take advantage of the order number of the fringes with reference to the OPD 0 fringe. 6.9.2. Series Interferometer In this second modi cation of a Fizeau interferometer, introduced to measure the homogeneity of optical plates, the plate under test is inserted between two reference Fizeau mirrors (Figure 6.22). Such a device is necessary for testing high-quality beam splitters whose function is not only to re ect but also to transmit wavefronts without distortion. Hence, a simple surface atness test of the re ecting surface of the beam splitter is not suf cient. The Fizeau fringes alone in re ection, with the plate under test on the side of the observer, cannot directly map the index variation when there is a simultaneous surface variation. Since the interfering light beams in such a three-plate interferometer (Fig. 6.22) pass through the plate under test many times, the sensitivity of the measurement of the index variation or homogeneity increases by a large factor.

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3 7 10 15 17 19 20

These aren t too hard to remember because the number 0 looks like a circle, the number 1 looks a line, and the crow s foot looks like several 1s. If two of these symbols are present, they give the minimum and maximum number of entities that can be associated with the relation. For example, if the line entering an entity includes a circle and line, then zero or one of those items is associated with the relation. For a concrete example, consider Figure 5-19. The relationship Swallows connects the classes SwordSwallower and Sword. The two lines beside SwordSwallower mean that the relationship involves between 1 and 1 SwordSwallower. In other words, the relationship requires exactly one SwordSwallower.

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Message-driven POJOs (MDPs) are almost identical to MDBs, but they do not require an EJB container. The only requirement of a MDP is that it implement the javax.jms.MessageListener interface. Spring provides the necessary infrastructure to allow the MDP to run and consume messages without the requirement of an EJB container or an application server. Through the use of Spring s message listener container architecture, MDPs are easy to create as well as being robust and scalable. MDPs will be demonstrated later in the chapter. Now that we have reviewed some of the basic concepts of JMS, we can move on to discussing how the Spring framework makes working with JMS even easier.

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ates can be written in many ways. Converting between date formats is a common chore for computers. Date arithmetic like finding the number of days between June 10 and December 13 is another common task. Python s time and calendar modules help track dates and times. They even handle icky details like daylight savings time and leap years.

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dicted tristimulus values less than zero, which cannot happen with the CIELAB transformation.) Even if this does not occur, the transform is likely to shift predicted colors outside the gamut of colors producible by any given device. In addition to this problem, the CIELUV adaptation transform is extremely inaccurate with respect to predicting visual data. This is illustrated nicely in Figure 10.8, which shows the CIELUV predictions of the Breneman (1987) corresponding colors data. Figure 10.8 illustrates how some colors are shifted outside the gamut of realizable colors (outside the spectrum locus on the u v chromaticity diagram) and the inaccuracy of all the predictions. The dif culties with the CIELUV adaptation transform are reason enough to eliminate it from serious consideration as an appearance model. However, additional evidence is provided by its poor performance for predicting color differences. The current CIE recommendation for color difference speci cation, CIE94 (CIE 1995b), is based on the CIELAB color space. So are the more recent CIE DE2000 (CIE 2001) color difference equations. While the DE2000 equations are more recent, their added complexity over the CIE94 speci cation is probably unwarranted in most applications. Alman et al. (1989) provide experimental evidence for the poor performance of CIELUV as a color difference equation. Additional comparisons between CIELUV and CIELAB have been made by Robertson (1990).

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