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This includes three cycles: heating, temperature holding, and cooling. Time-temperature relationships during the heating phase are calculated according to microbial destruction and enzyme inactivation criteria, as described earlier, whereas cooling is applied for practical reasons, such as handling. Commercial sterilization can be carried out by several methods, all based on the theoretical principles already discussed. The main methods are batch still retorts or continuous operations. The batch method is still used in large industrial operations handling cans and glass jars, and all types of containers in small operations. However, Crang and others (2006) describe a process for bottling and canning sausage meat with domestic equipment. The authors concluded that some of the products in jars of thicker glass require a longer processing time to give the same level of safety. The method basically consists of loading the retort, closing it, and lling it with steam. The second cycle, temperature holding, depends on the time-temperature relationship to satisfy the processing parameters (D, z, F). Cooling is carried out by closing the steam valves and injecting cold water into the retorts. Care must be taken to gradually reduce the retort pressure in order to avoid deformation or breaking of containers. Continuous retorts are generally used in large operations. The retort pressure difference is controlled to avoid deformation of

An annual operating period may be any 12-month period beginning on any date and ending on any date 12 months later. In addition, a business entity may use an interim reporting period such as weekly, monthly, quarterly, or semiannually.

Example 14.2.5 (Fractal) A fractal is part of the Mandelbrot set and is generated by a simple computer program. For different points c in the complex plane, one calculates the number of iterations of the map zn+1 = 2 zn + c (starting with z0 = 0) needed for |z| to cross a particular threshold. The point c is then colored according to the number of iterations needed. Thus, the fractal is an example of an object that looks very complex but is essentially very simple. Its Kolmogorov complexity is essentially zero. Example 14.2.6 (Mona Lisa) We can make use of the many structures and dependencies in the painting. We can probably compress the image by a factor of 3 or so by using some existing easily described image compression algorithm. Hence, if n is the number of pixels in the image of the Mona Lisa, K(Mona Lisa|n) n + c. 3 (14.19)

Figure 11-6

population. However, how much faith can we have that these results are not built on a house of sand That is, we have not yet checked whether the regression assumptions have been veri ed. We therefore produce a normal probability plot of the standardized residuals, which is shown in Figure 2.21. Comparing Figure 2.21 to the plots in Figures 2.9 to 2.11, we nd that it most resembles the plot in Figure 2.10, which indicated that the distribution, in this case the distribution of the residuals, was right-skewed. Also, the p-value for the Anderson Darling test is very small, which rejects the hypothesis that

Authors Bennett and Wilkinson, 1985

Finally, I thank my children Milos and Milica and my wife Natasa for their encouragement, making this effort worthwhile, and for their patience during the numerous hours at home that I spent in front of the computer. I hope that the readers will nd this handbook informative and worth reading. Comments received by readers will be greatly appreciated.

6 Enter the property you want the variable to return In the above example, the sphereClip s _y property is returned by the yPos variable If you re not sure of the proper syntax for a property, position your cursor to the right of the dot, open the Properties book, and then double-click the property you want the variable to return You can also use the getProperty function to return the value of an object s property This function is not as easy to use as the setProperty action because the getProperty function does not have object properties listed on a menu You ll probably find it easier to address the movie clip target directly and then choose the desired property from the Properties book (as outlined in the previous steps) If you prefer to use the getProperty function, follow these steps: 1.

This provides many advantages. Some protocol schemes are better used in different topologies than others. Mixers and translators are used to compensate for differences in encoding schemes, and transmission and reception rates. Translators and mixers reside in the middle of a multimedia network, and are network attachments like any other attachment. Their application makes them reside logically between senders and recipients and they process the RTP information as they receive it and then retransmit the information. The translator functions are the easiest to explain, so we will start there. As shown in the slide, a translator simply translates from one payload format to another. Take the example of a network station that would like to participate in a stream but is located beyond a WAN link that provides very little bandwidth. The highspeed workstations could simply reduce their capabilities to provide for the lowbandwidth link, but with the translator they do not have to. The translator can simply receive the high-bandwidth signal and translate it to a low-bandwidth signal for the remote network station. In this way, receivers of high-quality links can continue using them, while receivers of low-bandwidth links participate as well.