IEEE International Conference on Communications, 2005. ICC 2005. 2005
DOI: 10.1109/icc.2005.1494431
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Design of variable-rate irregular LDPC codes with low error floor

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Cited by 25 publications
(11 citation statements)
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“…Nonetheless, practical implementation generally re uires short-to-moderate n <10 and efficien code representation. Two major approaches of designing good finite codes consist of systematically searching through the random code ensemble or directly constructing codes under combinatorial/algebraic guidelines [1] [2] The former ap proach is best represented by the progressive edge growth (PEG) construction in which greedy/trellis based algorithms for edge assignment have been proposed with different objective functions such as the girth [3], the extrinsic cycle degree [4], partial elimination of stopping sets [5], further criteria regarding degree 2 variable nodes [6], and the averaged error rate upper bound [7].…”
Section: Introduction and The Main Resultsmentioning
confidence: 99%
“…Nonetheless, practical implementation generally re uires short-to-moderate n <10 and efficien code representation. Two major approaches of designing good finite codes consist of systematically searching through the random code ensemble or directly constructing codes under combinatorial/algebraic guidelines [1] [2] The former ap proach is best represented by the progressive edge growth (PEG) construction in which greedy/trellis based algorithms for edge assignment have been proposed with different objective functions such as the girth [3], the extrinsic cycle degree [4], partial elimination of stopping sets [5], further criteria regarding degree 2 variable nodes [6], and the averaged error rate upper bound [7].…”
Section: Introduction and The Main Resultsmentioning
confidence: 99%
“…In Reference [61], a new deterministic and straightforward rule to extend the parity-check matrix of extended IRA codes was devised: Each row of the mother code is mapped into two adjacent rows of the extended code. This technique, other than being very simple and easy to implement, preserves also the properties of the original code, such as girth and other parameters related to the cycle structure, shown in Reference [59] to be crucial for the code performance.…”
Section: Code-rate Versatilitymentioning
confidence: 97%
“…The work in Reference [59] took inspiration from this fact to provide a very easy rule to design puncturing patterns for rate-compatible extended IRA codes; a very similar approach for an affine category of LDPC codes was described in Reference [60]. The approach in Reference [59] is based on an alternate puncturing pattern; due to the structure of the parity-check VNs of extended IRA codes, this guarantees that there are no CNs connected to two punctured VNs.…”
Section: Code-rate Versatilitymentioning
confidence: 98%
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“…While the VN and CN degree distributions determine the convergence behavior of the code asymptotically (for an infinite block length), the actual structure of the parity-check matrix is crucial for the performance of finite length LDPC codes. Many design algorithms can be applied to obtain a good parity-check matrix [18][19][20]; specific design algorithms for eIRA codes are presented in [21,22].…”
Section: Ldpc and Eira Codes Backgroundmentioning
confidence: 99%