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Two classes of LDPC codes from the space of hermitian ...
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由 M Zhao 著作2022 — In this paper, we construct two classes of LDPC codes based on H n ( F q 2 ) , which is the space of n × n Hermitian matrices over the finite field F q 2 .
Two classes of LDPC codes from the space of hermitian ...
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2024年10月22日 — This work studies projective self-dual (PSD) and self-polar linear codes over finite fields with q elements, where q is a power of a prime. The ...
Changli Ma
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2024年8月29日 — Meng Zhao, Changli Ma, Yanan Feng, Qi Wang : Two classes of LDPC codes from the space of hermitian matrices over finite fields. Adv. Math.
American Institute of Mathematical Sciences
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Two classes of LDPC codes from the space of hermitian matrices over finite fields. 2022 AMC 16 4 1211- 1222. Access restricted: you will need to login or ...
Two classes of LDPC codes from the space of hermitian ...
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由 M Zhao 著作2022 — Abstract: For a prime power $ q $, we construct two classes of LDPC codes $ C(n, q^2) $ and $ C^T(n, q^2) $, both with girth $ 8 $, based on the space of ...
LDPC Codes Based on the Space of Symmetric Matrices ...
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Recently, Ma, Wang and Zhao [12] constructed two classes LDPC codes based on the space of symmetric matrices over finite fields. Both of the minimum ...
[PDF] Linear representations of finite geometries and ...
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Two classes of LDPC codes from the space of hermitian matrices over finite fields ... 2001. TLDR. Long extended finite-geometry LDPC codes have been ...
LDPC Codes Based on the Space of Symmetric Matrices ...
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由 M Zhao 著作2016被引用 3 次 — Using this method, we obtain two classes of binary LDPC codes, \cal{C}(n,q) and \cal{C}^{T}(n,q), both of which have grith 8. Then both the ...
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Minimum distances of three families of low-density parity-check ...
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Two classes of LDPC codes from the space of hermitian matrices over finite fields · Mathematics, Computer Science. Advances in Mathematics of Communications.
Codes on finite geometries | IEEE Transactions on Information ...
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由 H Tang 著作2005被引用 219 次 — New algebraic methods for constructing codes based on hyperplanes of two different dimensions in finite geometries are presented.
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