error correcting code 
Finally, a detailed product operator description is given of recent NMR experiments which demonstrate a threebit quantum error correcting code, using field gradients to implement a preciselyknown decoherence model.


Redéi to prove, that every perfect 1error correcting code C of length p?+ 1 over an alphabet of cardinality p, such that C has a rank equal to p and a kernel of dimension p  2, will be equivalent to some Hamming code H.


An efficient software implementation of a forward error correcting code


Apart from the original one, we select four more code words from the same error correcting code set.


A detailed experimental study of quantum error correcting code in NMR is also presented.


A disadvantage is that packets can get lost when the error correcting code is not strong enough to correct the error.


A binary d error correcting code of length N is a binary code which can detect and correct up to d errors.


An error correcting code would be sufficient to prevent the attack we described.


An error correcting code is augmented with write protection to protect against corruption in MRAM.


Circular tags experience errors limited to particular regions of the payload and so might expect an error correcting code to improve read performance.


Error correcting code or time integration tools have not been used in these experiments.


Error correcting code of a video watermark can be embedded as an audio watermark and used for refining the embedded watermark during detection.


Error correcting code is extracted from the watermark image and embedded in the audio channel as an audio watermark.


Error correcting code overcomes the corruption of a watermark, and can make the watermark survive through serious attacks.


For example, suppose we have encoded a single qubit into 5 qubits using the optimal 1error correcting code.


For this purpose, the authors decided to use both binary code and the Hamming error correcting code.


From the BER curves, one can see that as error correcting code scheme increased in complexity, the error rate decreased.


For high error rate, we need very strong error correcting code.


For example, Sun's E10000 has implemented error correcting code for memory.


Given a suitable error correcting code, Alice can still send a message encrypted using Bob's public key.

