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is an SbEC-DEC code with the code length in bits N n b and a check-bit length R 2r b, where I b denotes the b b identity matrix and n b2r =bc. Proof We know that the submatrix containing the upper b r binary rows of the H matrix represents the parity-check matrix of an SbEC code and the submatrix containing the lower 2r binary rows represents the parity-check matrix of a BCH DEC code. Therefore to show that the code is indeed SbEC-DEC, we only need to show that condition 2 of Theorem 6.24 is satis ed for E1 2 Ed and E2 2 Esb ; that is, double-bit errors, when they occur in two byte positions, generate syndromes that are not equal to single-byte error syndromes. Let E1 2 Ed and E2 2 Esb such that E1 HT S1 and E2 HT S2 , where S1 and S2 are syndrome patterns corresponding to errors E1 and E2 , respectively. Since E1 2 Ed , there exists u1 ; u01 2 GF 2b with w u1 w u01 1 such that S1 u1 u01 s1 s01 T , where 6 s1 ; s01 2 GF 2r . Similarly S2 u2 s2 s02 T for some u2 2 GF 2b with w u2 0, where s2 ; s02 2 GF 2r . Suppose S1 S2 ; then, u1 u01 u2 , meaning w u1 u01 w u2 as 6 well. Clearly, w u1 u01 0 cannot happen because w u2 0. Therefore we have w u2 2. This means that w E1 w E2 4, which contradicts the DEC capability;

If the enabled attribute is changed to true, all Web pages on the site will have tracing enabled; but notice that the pageOutput attribute is set to false.

AutoCAD is determining the boundary set, which is simply everything visible on the screen. At the Select internal point: prompt, pick a point that is inside the boundary you want to hatch. You can continue to pick internal points to hatch adjoining areas. AutoCAD helpfully highlights the boundaries it finds. Press Enter to return to the dialog box.

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that is, none of the four binary columns of H are linearly dependent It is apparent that the QED code length in bytes is given by n b2r =bc Decoding Procedure The SbEC-DEC codes derived by using Theorem 627 can be easily decoded by combining the decoding procedures of SbEC and DEC codes Let v be the received word The syndrome S can be calculated as follows: v HT S S0 S1 S2 ; where S0 2 GF 2b and S1 ; S2 2 GF 2r If S 0, the received word is assumed to be error free Otherwise, if w S0 0 or w S0 2, we assume that there exist random double-bit errors; then we apply the existing decoding method of double-bit error correction by using the syndromes S1 and S2 to nd the error location.

While you are in your drawing, either before or after picking points or selecting objects, you can right-click to open a very useful shortcut menu.

Although tracing is enabled, the results are held in memory instead of being appended to the bottom of each page. This is a nice feature, because the trace results can be cleanly viewed and printed. To view the result after navigating around the Web site, request the trace.axd page. There is no file called trace.axd; but there is an HttpHandler that listens for a request for trace.axd, and the handler generates the Web page on the fly, as shown in Figure 14.5. The requestLimit attribute defaults to 10, but you can change it as required. When the request limit is reached, the server stops recoding trace messages. If the clear current trace link is clicked (see Figure 14.5), all trace data is erased and the server starts recording trace data again. Also, if any change is made to the Web.config file, the Web application restarts, and the trace information is erased. Set the localOnly attribute to true to be at the Web server to view the trace data. This helps to ensure that users or customers don t see the trace information. The traceMode attribute can be set to SortByTime or SortByCategory, which is the default.

If, on the other hand, w S0 0 and 6 w S0 2, we apply the decoding procedure of single-byte error correction 6 Evaluation Figure 619 illustrates the relationship between the information-bit length and the check-bit length of the S4EC-DEC code [DAVY89] and the SbEC-DEC codes with b 6, and 8 bits, and includes the bounds for these codes We observe that for the practical information-bit length of 64 the S8EC-DEC code requires 24 check bits, and the Davydov-Labinskaya S4EC-DEC code shown in next subsection requires only 15 check bits In comparison, the S4EC-DEC code shown here requires 18 check bits However, RAM chips with wide I/O data, such as 16 and 32 bits, are usually made up of highly independent memory subarrays [SAEK96, SUNA95, NUMA89] In these cases we can consider the subarray output, which is typically 4 or 8 bits, as a byte.

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