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The binary-to-BCD conversion procedure described by Algorithm 7.3 basically consists in doubling the BCD partial result bcd(i) and adding the next bit from the binary expression to be converted. Two basic procedures have to be de ned: 1. Add a 1-bit number to a BCD number. 2. Multiplication by two of a BCD number. Since the binary digit x also stands for the BCD number 000x, the rst procedure is just a straight BCD sum. The multiplication by two is less straightforward for BCD numbers than for binary numbers (shift). The procedure BCDx2_step, described in 7, may be carried out in parallel on each BCD digit. Assuming that each digit is 1-bit left shifted, a carry is computed and set to 0 whenever the shifted digit is not greater than 9; otherwise the carry is set to 1 and a correction of (0110)2 is added modulo 16 to the shifted BCD digit. The computed carry can be used to feed the correction input of the mod 16 adder. Since the next left neighbor digit has also been 1-bit shifted, the carry will stand at the rightmost position of the next digit without generating carry propagation. The Boolean expression ( 7) y(i 1)0 x(i)3 _ (x(i)2 :(x(i)1 _ x(i)0 )) (14:12)

</EditItemTemplate> 17. Create an event handler for the EditCommand event of the control to implement item editing. In this event handler, set the EditItemIndex property of the control to the index of the item to be edited. Also, call the DataBind() method of the control, using the following code: 18. DataList1.EditItemIndex = e.Item.ItemIndex DataList1.DataBind() 19. Create an event handler for the UpdateCommand event of the control to update the data source with the edited values. In the

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The Eclipse workspace stores the resource info as a complete tree in memory This tree is referred to as the element tree The resource info object corresponding to a handle is retrieved by traversing the element tree using the path stored inside the handle A big advantage of this workspace implementation is that you can navigate the tree of files in almost no time When you use the file system you have to make many queries to the underlying operating system (OS) The resources plug-in not only applies handle/body separation for resources, it also applies the same separation for markers A marker associates attributes with a resource A marker doesn't store the attributes directly, but only stores a reference to their marker attribute info object For markers the info object corresponds to the class MarkerInfo The same coding idioms used for resources are consistently applied to markers: Markers are created from a handle Accessing a marker attribute can throw aCoreException

Now that we understand how an individual resource is represented, let's look into the representation of the resource tree

generates a carry y(i 1)0 0 whenever the BCD digit X(i) is not greater than 4, that is, (x(i)3 x(i)2 x(i)1 x(i)0 ) (0100),

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event handler, after you update the data source, you need to come out of the Edit mode and bind data to DataList: 20. DataList1.EditItemIndex = -1 DataList1.DataBind() 21. Create an event handler for the CancelCommand event of the control to cancel the changes in the edited values. In this event handler, you simply need to come out of the Edit mode and bind data to DataList. Combining templates with the DataGrid control The DataGrid control usually has bound columns. However, different types of columns, such as Hyperlink columns, Button columns, and Template columns, can provide additional functionality. Template columns enable you to create many templates, such as ItemTemplate, HeaderTemplate, FooterTemplate, and EditItemTemplate. Therefore, Template columns provide complete flexibility to present data. You can create different types of columns by using the DataGrid Properties window. In the Properties window, click the ellipsis in the Columns property to open the Properties dialog box, as shown in Figure 11-5.

y(i 1)0 1 otherwise. Figure 14.5a shows the carry circuit. Figure 14.5b displays the BCDx2_step circuit. The circuits of Figure 14.6 implement the full conversion process described in Algorithm 7.3. Observe that the rst three steps are trivial, so one can initialize the computation scheme with the partial result bcd(n 2 3) (0 xn21 xn22 xn23); the next partial results bcd(n 2 j) are then iteratively multiplied by two and added to (0 0 0 xn2j21). The cost C(n) and computation time T(n) of the combinational

[ Team LiB ]

The Eclipse workspace provides resources stored in the file system A workspace consists of projects containing folders containing files, as shown in Figure 327

x(i)3 x(i)2 x(i)1 x(i)0

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