For example, the [ 7, 4, 3 ] Hamming code is a linear binary code which represents 4-bit messages using 7-bit codewords.
32.
Cyclic codes can be used to correct errors, like Hamming codes as a cyclic codes can be used for correcting single error.
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Traditional error correct such as Hamming codes can be applied to the bit string before encoding and transmission on the quantum network.
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The parity-check matrix "'H "'of a Hamming code is constructed by listing all columns of length " m " that are pair-wise independent.
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Using the systematic construction for Hamming codes from above, the matrix A is apparent and the systematic form of G is written as
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This is the case in computer memory ( ECC memory ), where bit errors are extremely rare and Hamming codes are widely used.
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So, hamming code is a single error correcting code over GF ( 2 ) with n = 2 ^ m-1 and k = n-m.
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The device has Total Dose rating of 300Krad, No Latchup at 120 LET and SEU data of 1.34E-10, by using simple SECDED Hamming code.
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As the first class of linear codes developed for error correction purpose, the " Hamming codes " has been widely used in digital communication systems.
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Due to the limited redundancy that Hamming codes add to the data, they can only detect and correct errors when the error rate is low.
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