Codes over GF(4) Polynomials can be used and their transformations as shown here.
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Codes over Codes over GF(4) GF(4) Polynomials can be used and their transformations as shown here
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Transcript of Codes over GF(4) Polynomials can be used and their transformations as shown here.
Conclusions
• Reliable quantum computation can not be achieved without error control.
• Quantum error correcting codes were discovered in 1995 by breaking the barrier of quantum no-cloning theorem.
• Quantum error correction is a challenging, interesting, and rich field for research.