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To use this data from an ASPNET Web form requires that you add an ObjectDataSource control to the page, and something to bind that to, such as a GridView The following code is from the code-behind for such a page protected void Page_Load(object sender, EventArgs e) { m_CustomerDataSourceTypeName = "Customer"; m_CustomerDataSourceSelectMethod = "GetCustomers"; m_CustomerGridDataSourceID = m_CustomerDataSourceID; }

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As we did with the XML le data connection example, let s insert controls to create the view We ll insert the top-level table, d:Customers, as a Repeating Section with Controls We would have inserted it as a Repeating Table, but it s dif cult to get the nested Orders table to display properly since you d need to pick a speci c column in Customers for the Orders table You can easily see this problem in Figure 620, where we inserted d:Customers as a Repeating Table (This sample le is called CustomersOrders)

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The AccessDataSource control provides simplified support for binding to data coming from a Microsoft Access database To use this control, you set the file path for the database file through the DataFile property This class derives fromSqlDataSource and only supports reading data; if you need to update data, you should use a SqlDataSource The AccessDataSource uses the OLE DB provider under the covers, so you can only parameterize queries by position using the (question mark) character for parameter placeholders in the query

Before proving Theorem 85, let us look at some applications For the maximum contiguous subsequence sum problem, we have two problems, two halves, and linear overhead The applicable values are A = 2, B = 2, and k = 1 Hence the second case in Theorem 85 applies, and we get O(N log N), which agrees with our previous calculations If we recursively solve three half-sized problems with linear overhead, we have A = 3, B = 2, and k = 1, and the first case applies The result is O(Nl0g2~) O(N159) = Here, the overhead does not contribute to the total cost of the algorithm Any overhead

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Figure 620: A nested database table (Orders), which is hard to represent when the parent table (Customers) is in the view as a Repeating Table

smaller than O(N15" would give the same running time for the recursive algorithm An algorithm that solved three half-sized problems but required quadratic overhead would have O ( N 2 ) running time because the third case would apply In effect, the overhead dominates once it exceeds the O ( N 1 , 5 9 ) threshold At the threshold the penalty is the logarithmic factor shown in the second case We can now prove Theorem 85

Proof (of Theorem 85)

The XmlDataSource control lets you perform data binding against a hierarchical XML data document This is particularly powerful with a control that allows you to present hierarchical data, such as the treeView and data represents tabular data that is received as an XML document Menu controls, but it can also be used when the XML

We ll change the Orders Repeating Section (which is inserted by default with the d:Customers Repeating Section) to a Repeating Table control, which is a good choice for database connections since the external data source is naturally tabular Using a Repeating Table for the d:Customers table results in a nested Orders Repeating Table in the last column of the d:Customers table This layout is not optimal for most uses, so we ve modi ed the layout a bit for this example, as shown in Figure 621 (This sample le is called CustomersOrders2)

Following the ~ e c o n d proof of Theorern 84 kte clssLlme that N is a power of B and ler N = BM Then N / B = B M 1 ancl N" = (BM)k = (Bk)M We assume that T( 1 ) = 1 and ignore the corzsiarzi factor in O(Nk)Then we have the basic equation

The Master/Detail control is designed for scenarios where a one-tomany relationship is de ned, such as with our Customers and Orders tables We leave it as an exercise for you to try using a Master/Detail control instead of nesting repeating controls

If hle add the collective denoted 17y Equation 89, once again virtually all the terms on the left-hand side cancel the leading terms on the right-hand side, yielding

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Installing /Building Tesseract for Windows 8 | eMOP
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