AbstractIn this paper, we construct a large number of good quantum codes of minimum distances five and six by Steane's Construction. Our methods involve the study of the check matrices of binary extended BCH-codes, together with puncturing and combining such matrices
Sarı, Mustafa (Dogus Author)Constructing quantum codes with large minimum distance plays a significa...
In this paper, we use the CSS and Steane’s constructions to establish quantum error-correctin...
We survey the existing techniques for calculating code distances of classical codes and apply these ...
AbstractIn this paper, we construct a large number of good quantum codes of minimum distances five a...
AbstractSubcodes of some known maximal self-orthogonal codes and optimal self-dual codes of length n...
We generalize Steane’s enlargement construction of binary quantum codes to q-ary quantum codes. We t...
We generalize Steane’s enlargement construction of binary quantum codes to q-ary quantum codes. We t...
Let q=3l+2 be a prime power.Maximal designed distances of imprimitive Hermitian dual containing q2-a...
Stabilizer codes obtained via CSS code construction and Steane's enlargement of subfield-subcodes an...
Two new families of good nonbinary quantum codes are constructed in this paper. The first one can be...
It is reasonable to expect the theory of quantum codes to be simplified in the case of codes of mini...
This paper studies and classifies linear transformations that connect Hamming distances of codes. Th...
Constructing quantum codes with large minimum distance plays a significant role in quantum computati...
We study a construction of Quantum LDPC codes proposed by MacKay, Mitchison and Shokrollahi in the d...
It has been well-known that the class of quasi-cyclic (QC) codes contain many good codes. In thispap...
Sarı, Mustafa (Dogus Author)Constructing quantum codes with large minimum distance plays a significa...
In this paper, we use the CSS and Steane’s constructions to establish quantum error-correctin...
We survey the existing techniques for calculating code distances of classical codes and apply these ...
AbstractIn this paper, we construct a large number of good quantum codes of minimum distances five a...
AbstractSubcodes of some known maximal self-orthogonal codes and optimal self-dual codes of length n...
We generalize Steane’s enlargement construction of binary quantum codes to q-ary quantum codes. We t...
We generalize Steane’s enlargement construction of binary quantum codes to q-ary quantum codes. We t...
Let q=3l+2 be a prime power.Maximal designed distances of imprimitive Hermitian dual containing q2-a...
Stabilizer codes obtained via CSS code construction and Steane's enlargement of subfield-subcodes an...
Two new families of good nonbinary quantum codes are constructed in this paper. The first one can be...
It is reasonable to expect the theory of quantum codes to be simplified in the case of codes of mini...
This paper studies and classifies linear transformations that connect Hamming distances of codes. Th...
Constructing quantum codes with large minimum distance plays a significant role in quantum computati...
We study a construction of Quantum LDPC codes proposed by MacKay, Mitchison and Shokrollahi in the d...
It has been well-known that the class of quasi-cyclic (QC) codes contain many good codes. In thispap...
Sarı, Mustafa (Dogus Author)Constructing quantum codes with large minimum distance plays a significa...
In this paper, we use the CSS and Steane’s constructions to establish quantum error-correctin...
We survey the existing techniques for calculating code distances of classical codes and apply these ...
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