Abstract — We present a design technique for binary weakly-dual codes from which we construct quantum error-correction codes (quantum codes) via the CSS technique. The weakly-dual forward error-correction (FEC) codes are based on diago-nals of different slopes on a rectangular η 2 ×η array (type-R array) with η even. Some methods to in-crease the minimum distance of such codes are presented. Index Terms — quantum error correction, weakly-dual codes, LDPC codes 1
Low density Parity Check (LDPC) Codes are asymptotically good codes with a fast decoding algorithm, ...
A class of powerful q-ary linear polynomial codes originally proposed by Xing and Ling is deployed t...
International audienceWe generalize a construction of non-binary quantum LDPC codes over F2m due to ...
This thesis focuses on the construction and analysis of the parameters of asymmetric quantum error-c...
This thesis focuses on the construction and analysis of the parameters of asymmetric quantum error-c...
Asymmetric quantum error-correcting codes (AQCs) may offer some advantage over their symmetric count...
Quantum technology is becoming increasingly popular, and big companies are starting to invest huge a...
2016-12-05Quantum computer is susceptible to decoherence. Therefore, quantum error correction is imp...
Quantum Error Correction Codes (QECCs) can be constructed from the known classical coding paradigm b...
Quantum error-correcting codes (QECCs) will be the ultimate enabler of future quantum computing and ...
Abstract—Due to their fast decoding algorithms, quantum generalizations of low-density parity check,...
We explore a distance-3 homological CSS quantum code, namely the small stellated dodecahedron code, ...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)We study algebraic geometry code...
We explore a distance-3 homological CSS quantum code, namely the small stellated dodecahedron code, ...
A class of powerful q-ary linear polynomial codes originally proposed by Xing and Ling is deployed t...
Low density Parity Check (LDPC) Codes are asymptotically good codes with a fast decoding algorithm, ...
A class of powerful q-ary linear polynomial codes originally proposed by Xing and Ling is deployed t...
International audienceWe generalize a construction of non-binary quantum LDPC codes over F2m due to ...
This thesis focuses on the construction and analysis of the parameters of asymmetric quantum error-c...
This thesis focuses on the construction and analysis of the parameters of asymmetric quantum error-c...
Asymmetric quantum error-correcting codes (AQCs) may offer some advantage over their symmetric count...
Quantum technology is becoming increasingly popular, and big companies are starting to invest huge a...
2016-12-05Quantum computer is susceptible to decoherence. Therefore, quantum error correction is imp...
Quantum Error Correction Codes (QECCs) can be constructed from the known classical coding paradigm b...
Quantum error-correcting codes (QECCs) will be the ultimate enabler of future quantum computing and ...
Abstract—Due to their fast decoding algorithms, quantum generalizations of low-density parity check,...
We explore a distance-3 homological CSS quantum code, namely the small stellated dodecahedron code, ...
Conselho Nacional de Desenvolvimento Científico e Tecnológico (CNPq)We study algebraic geometry code...
We explore a distance-3 homological CSS quantum code, namely the small stellated dodecahedron code, ...
A class of powerful q-ary linear polynomial codes originally proposed by Xing and Ling is deployed t...
Low density Parity Check (LDPC) Codes are asymptotically good codes with a fast decoding algorithm, ...
A class of powerful q-ary linear polynomial codes originally proposed by Xing and Ling is deployed t...
International audienceWe generalize a construction of non-binary quantum LDPC codes over F2m due to ...