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It is important to note that when someone sends a digital certificate to you over the internet, it does not guarantee that the sender must be the subject stated on the digital certificate. Digital certificates are exchangeable and so other people may also possess the subject s digital certificate. This is similar to the situation that when someone passes you a valid name card, you cannot conclude that he is the person stated on the name card. Of course, after obtaining the public key from the digital certificate, we can encrypt data for that sender using the public key. Unless that sender is the subject stated on the digital certificate, he does not have the required private key for decrypting the data. Suppose that a customer X and the VBS have exchanged their digital certificates and hence the public keys. X can verify VBS s identity by using the following challenge and response protocol.

P1: KTX WY022-35 WY022/Pfaffenberger WY022/Pfaffenberger-v3.cls June 9, 2004 15:12

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10.1 Ignoring the feature that allows objects of the Channel class to be used in a select, program a monitor in Java thati m p l e ~ e n the send and receive operationson chant~ nels (i.e. consider that Channel. is not derived from S e l e c t a b l e ) .

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(2.14)

The CLDC is packaged as a single ZIP archive for both Windows and Solaris. Installation is simple. Just extract the contents of the ZIP file into a directory on your desktop system. You do not need to invoke a setup program. The ZIP file contains the following items:

hwndWho = GetDlgItem(hDlg,IDC_WHO); iTextLen = SendMessage( hwndWho, WM_GETTEXTLENGTH, 0, 0); //require user input if( !iTextLen ) {return FALSE;} //allocate for wide character count plus terminal null lpwszWho = (TCHAR* )LocalAlloc(LPTR, (iTextLen + 1) * sizeof(WCHAR) ); //get the input string SendMessage( hwndWho, WM_GETTEXT, (iTextLen + 1), (LPARAM)(LPSTR)lpwszWho);

And closure is given by a set of algebraic equations for zone air temperatures: Ta 1 aa(11) , , T 0 a,1 = Ta 1 , 0 aa( 2, 2 ) ba(1, 2 ) 0 0 0 Tf 1 , 0 0 Tf 1 , + ... aa( n, n ) Tf 1 , 0 ba( 2,3) u 0 a T 0 0 ai T a,1 0 ba( n, n+1) Ta, n -1

Example 6.8 Let n = 24 - 1 = 15 and consider a primitive, narrow sense, three-error correcting code over G F ( ~ ~ ) , the field is constructed modulo the primitive polynomial x4 + x + 1. Let where a! be a primitive element in the field. The code generator has

Dreamweaver helps you deftly alter AP elements after you have created them. Because of the complexity of managing AP elements, Dreamweaver offers a tool in addition to the usual Property inspector: the AP Elements panel. This tool enables you to select any of the AP elements on the current page quickly, change AP element relationships, modify their visibility, and adjust their stacking order. You can also alter the visibility and stacking order of a selected AP element in the Property inspector, along with many other attributes. Before any modifications can be accomplished, however, you have to select the AP element.

available for Linux. Each distribution contains several you can choose from. Even more are available from various online sources.

the Forms category of the Insert panel, click the Text Field button to place a text field at your current cursor position.

2) Write aclass BinConvIIRthat implements a systematic encoder (possibly employing IIR filters). The generator

where display is an instance of Supe rvisorCanvas and red, green, yellowand blue are instances of WorkerCanvas.