Yang Liu

works on

Jordan canonical form 1 linear codes 1 quantum error correction 1 self-orthogonal codes 1 stabilizer codes 1

From the 1 of 4 linked papers with an AI index.

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cs.IT2026

Quantum Bicycle LDPC Codes with High $k d^{2} / n$ from Divisor-Driven Search

Liangdong Lu, Guanmin Guo, Yang Liu +1

Bicycle (two-block circulant) quantum low-density parity-check (LDPC) codes include some of the best known small quantum codes, yet their design has relied on group-algebra formula…

cs.IT2026

Quantum Codes from $r$ -Nearly Self-Orthogonal Linear Codes via Jordan Canonical Form over $F_{q^{2}}$

Liangdong Lu, Ruipan Yang, Yang Liu +2

The paper presents a Jordan‑canonical‑form method to build q‑ary quantum stabilizer codes from any classical linear code over $\mathbb{F}_{q^2}$ without requiring self‑orthogonal…

cs.IT2024

On the largest minimum distances of [n,6] LCD codes

Yang Liu, Ruihu Li

Linear complementary dual (LCD) codes can be used to against side-channel attacks and fault noninvasive attacks. Let $d_{a} (n, 6)$ and $d_{l} (n, 6)$ be the minimum weights of all bin…

Quantum Bicycle LDPC Codes with High kd2/n from Divisor-Driven Search

Quantum Codes from r-Nearly Self-Orthogonal Linear Codes via Jordan Canonical Form over Fq2​

On the largest minimum distances of [n,6] LCD codes

Quantum Bicycle LDPC Codes with High $k d^{2} / n$ from Divisor-Driven Search

Quantum Codes from $r$ -Nearly Self-Orthogonal Linear Codes via Jordan Canonical Form over $F_{q^{2}}$