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Although it s easy to browse for the .dll file when adding a reference to an assembly, assemblies that are frequently used could be placed in the .NET tab of Visual Studio .NET s Add Reference dialog box. This is done by adding a Registry entry, which tells Visual Studio .NET to display the assemblies that are in a given folder. To make the vbMessaging and the csMessaging components visible in the .NET tab, the following Registry entries are added:

Observed value Data ( y)

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Suppose that we have n pairs of observations (x1, y1), (x2, y2), p (xn, yn). Figure 11-3 shows a typical scatter plot of observed data and a candidate for the estimated regression line. The estimates of 0 and 1 should result in a line that is (in some sense) a best t to the data. The German scientist Karl Gauss (1777 1855) proposed estimating the parameters 0 and 1 in Equation 11-2 to minimize the sum of the squares of the vertical deviations in Fig. 11-3. We call this criterion for estimating the regression coef cients the method of least squares. Using Equation 11-2, we may express the n observations in the sample as yi

Windows Registry Editor Version 5.00 [HKEY_LOCAL_MACHINE\SOFTWARE\Microsoft\.NETFramework\ AssemblyFolders\csMessaging] @= D:\\AspDotNetBook\\Book\\ Building and Versioning .NET Components\\csMessaging\\bin\\Debug [HKEY_LOCAL_MACHINE\SOFTWARE\Microsoft\.NETFramework\ AssemblyFolders\vbMessaging] @= D:\\AspDotNetBook\\Book\\ Building and Versioning .NET Components\\vbMessaging\\bin

0 1 xi i,

(11-3)

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If these lines are typed into Notepad and saved with a .reg extension, the .reg file can be executed to add the proper keys. Figure 15.15 shows the added Registry keys.

(11-4)

0 0, 1

Figure 15.15 The Registry keys to add to display the components in the .NET tab of the Add Reference dialog box. continued

0 0 (11-5)

1 0, 1

By default, the Sort On field is set to Values. To sort on another setting, you can click the Sort On and choose a setting.

15

n 0

(11-6)

Equations 11-6 are called the least squares normal equations. The solution to the normal equations results in the least squares estimators 0 and 1.

Getting Assemblies to Show in the .NET Tab (continued)

De nition The least squares estimates of the intercept and slope in the simple linear regression model are

x 1

Adding these Registry keys is not required to use the components. In the Add Reference dialog box, the developer could simply browse to the components. This procedure is used only if it is desirable to display the components in the .NET tab, as shown in Figure 15.16.

(11-7)

(11-8)

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This infrastructure ensures that business code running on the server will share the same key context data as the client. It also ensures that the client s IPrincipal  ...

Figure 15.16 The Add Reference dialog box contains the new components. Visual Studio .NET must be restarted in order to see the components.

y

x 1

The code in the button s click event method simply creates an instance of the vbEmail, and send the feedback to the Webmaster. After that, the message is also sent to the Web administrator. The code is as follows:

Most database tables place related data in columns but some place this data in rows. If you want to sort data across a row, click in the worksheet, click the Home tab, click the Sort & Filter button and choose Custom Sort to open the Sort dialog box.Then click the Options button. In the Sort Options dialog box that appears, click Sort Left to Right.

(11-9)

yi is called the residual. The residual describes the error in the t of the where ei yi model to the ith observation yi. Later in this chapter we will use the residuals to provide information about the adequacy of the tted model. Notationally, it is occasionally convenient to give special symbols to the numerator and denominator of Equation 11-8. Given data (x1, y1), (x2, y2), p , (xn, yn), let

x2 2

Private Sub Button1_Click( _ ByVal sender As System.Object, _ ByVal e As System.EventArgs) Handles Button1.Click Dim email As New vbMessaging.vbEmail() email.Server = localhost email.SendFrom = txtName.Text email.SendTo = WebMaster@GJTT.com email.Subject = txtSubject.Text email.Message = txtMessage.Text email.Send() email.SendMessageTo( WebAdministrator@GJTT.com ) Response.Write( Message Sent <br> ) End Sub

(11-10)

x2 2

To use this code, SMTP mail must be installed. Also, this may generate a message stating the following:

(11-11)

EXAMPLE 11-1

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We will t a simple linear regression model to the oxygen purity data in Table 11-1. The following quantities may be computed:

20 20

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