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Data binding is the connection of a data source to a user interface element such as a TextBlock, TextBox, or ListBox It is possible to do one-way data binding where data is simply displayed in the user interface, and two-way data binding where any changes a user makes within the user interface elements get reflected in the underlying data source Data sources in Silverlight are generally objects or collections of objects with properties that can be accessed Before we can take a closer look at data binding, we need to examine what makes it happen: the Binding markup extension This can be used either in XAML or in the code-behind.



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Material Dispersion Simply put, material dispersion occurs because different wavelengths of light travel at different speeds through





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tomorrow s open cannot be considered a turning point, as defined earlier, no matter what happens thereafter Why ask the network to make a prediction when there is no uncertainty or need Only in cases where there is an uncertainty about whether tomorrow s open is going to be a turning point is it worth asking the network to make a forecast Therefore, facts are only generated for such cases The processing of the inputs, the use of statistics, and all other aspects of the test methodology for the turning-point models are identical to that for the timereversed Slow %K model Essentially, both models are identical, and so is the methodology; only the subjects of the predictions, and, consequently, the targets on which the nets are trained, differ Lastly, since the predictions are different, the rules for generating entries based on the predictions are different between models.

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

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The outputs of the trained networks represent the probabilities, ranging from 0 to 1, of whether a bottom, a top, or neither is present The two sets of rules for the two models for generating entries are as follows: For the tirst model, if the bottom predictor output is greater than a threshold, buy For the second model, if the top predictor output is greater than a threshold, sell For both models, the threshold represents a level of confidence that the nets must have that there will be a bottom or a top before an entry order is placed.

It s not possible to bind directly to basic data types such as Int32 and string, so we need at least one containing class, such as WebDeveloper, shown here: public class WebDeveloper { public string FirstName { get; set; } public string LastName { get; set; } public string Email { get; set; } public string Website { get; set; } } This class contains several properties that will be used in the data binding If we have a TextBlock control and want to display the FirstName property, we first bind the Text property of the TextBlock control to the FirstName property <TextBlock x:Name="nameTextBlock" Text="{Binding FirstName}"/> This gets us halfway there The other step is to set the DataContext property of the TextBlock control to the WebDeveloper object.

an optical fiber. To minimize this particular dispersion phenomenon, two factors must be managed. The first of these is the number of wavelengths that make up the transmitted signal. An LED, for example, emits a rather broad range of wavelengths between 30 and 180 nm whereas a laser emits a much narrower spectrum typically less than 5 nm. Thus, a laser s output is far less prone to be seriously affected by material dispersion than is the signal from an LED. The second factor that affects the degree of material dispersion is a characteristic called the center operating wavelength of the source signal. In the vicinity of 850 nm, red, longer wavelengths travel faster than their shorter, blue counterparts, but at 1,550 nm, the situation is the opposite: Blue wavelengths travel faster. There is, of course, a point at which the two meet and share a common minimum dispersion level; it is in the range of 1,310 nm, often referred to as the zero-dispersion wavelength. Clearly, this is an ideal place to transmit data signals, since dispersion effects are minimized here. As we will see later, however, other factors crop up that make this a less desirable transmission window than it appears. Material dispersion is a particularly vexing problem in singlemode fibers.

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