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Input types of submit or reset create buttons that either submit the form data to the action attribute of the FORM element, or reset all the fields to the values you assigned using the value attributes. You can specify what text appears in your button by setting the value attribute. The following code shows three different ways to create a submit button that says Purchase! on it. The GIF file, called purchase-image.gif, contains an image that says Purchase!

Optical ber consists of a core and a cladding, as illustrated in Figure 9.23. At present the most ef cient core material is silica (SiO2 ). The cladding is a dielectric material that surrounds the core of an optical ber. The practical propagation of light through an optical ber may best be explained using ray theory and Snell s law. Simply stated, we can say that when light passes from a medium of higher refractive index (n1 ) into a medium of lower refractive index (n2 ), the refractive ray is bent away from the normal. For instance, a ray traveling in water and passing into an air region is bent away from the normal to the interface between the two regions. As the angle of incidence becomes more oblique, the refracted ray is bent more until nally the refracted energy emerges at an angle of 90 with respect to the normal and just grazes the surface. Figure 9.24 shows various incident angles of light entering a ber. Figure 9.24b illustrates what is called the critical angle, where the refracted ray just grazes the surface. Figure 9.24c is an example of total internal re ection. This occurs when the angle of incidence exceeds the critical angle. A glass ber, for the effective transmission of light, requires total internal re ection.

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taken before and after the intervention in order to provide a suf cient number of data points to conduct a statistical analysis to evaluate the effects of the intervention. Such investigations can be very useful in trying to understand causality within the process and as a result of the intervention. Figure 23.2 illustrates the talking out data from Glass Willson, and Gottman (1975), an example of an interrupted time series design. The Glass et al. (1975) text introduced time series analysis to the behavioral sciences and includes multiple numeric examples in the appendix that can be used for practice examples. The original talking out data (Hall et al., 1971) represented 40 daily observations of disruptive behavior (talking out) in a second-grade class. The rst 20 observations were the baseline and the second 20 observations occurred after an intervention involving praise and access to a favorite activity had been implemented. The rst panel illustrates the observed data. The second panel illustrates the same data with the estimate of the level and change in level parameters. A rst-order moving averages model was t to the data. The level of the series before intervention was estimated to be 19.24. After the intervention, the estimated level of the series was changed by 14.29 to 4.95. The parameter estimate for the error variance was 4.47. The parameter

Check the option that says, I want to be able to give others access to my les. Click the OK button.

We now consider the relationship between the Kolmogorov complexity of a sequence of random variables and its entropy. In general, we show that the expected value of the Kolmogorov complexity of a random sequence is close to the Shannon entropy. First, we prove that the program lengths satisfy the Kraft inequality. Lemma 14.3.1 For any computer U, 2 l(p) 1.

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Y fy 1 ; . . . ; y L g, the summation of eigenvalues n li , and threshold q of accumui 1 lation ratio. 1. Calculate the mean vector of the given training samples Y. y 2. Calculate the accumulation ratio A0 U0 k from equation (7.15). 3. If A0 U0 k ! q, terminate this algorithm. 4. For i 1 to L do Obtain the following residue vectors hi using the ith training sample y i : hi End for ri x x where ri y i Uk UT y i : k jjri jj 7:19

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