1. Parity check schedule has been updated.

2. Background parity check in progress.

3. Continuing Dynamic Growth - Parity Check Phase Completed.

4. For the low density and randomicity of the parity check matrix, LDPC codes can easily combine with high order modulation.

5. It is proved that the parity check matrix for BCH code is a representation form in the eigenvector basis. Thus the study on cyclic codes may be brought into the framework of linear system theory.

6. Even-numbered errors can elude the parity check on links with high error rates.

7. Low Density Parity Check Codes(LDPC) is a kind of linear group codes which can be near the Shannon limit, the complexity of decoding is low.

8. An encoder architecture of low density parity check(LDPC) code defined in DVB-S2 standard is proposed.

9. Low Density Parity Check(LDPC) Codes are a kind of linear block codes approaching Shannon limit. They can be constructed either with spare parity-check matrix or with factor graphs.

10. A character parity check as well as a block check to detect errors.

11. This article uses the parity check matrix to produce a simplified decoding table under the premise of not using the structure standard array.

12. A new puncturing scheme for finite-length low density parity check code(LDPC) was proposed.

13. Parity check matrix H is a key for the performance of LDPC codes.

14. It is used to set baud rate, parity check, number of data bits, stop bit.

15. Definition of Low Density Parity Check Codes, its classification, graph representation, and a decoding algorithm based on the graph structure are described.

16. Proposed a puncturing scheme for finite-length low density parity check code (LDPC) codes.

17. The experiment of the parity check demonstrates the on-chip learning ability of the neural network chip.

18. A design of parity check matrix for Irregular LDPC codes based on per mutation matrix is proposed in this paper.

19. So the key question of quantum LDPC codes research is to construct a parity check matrix of classical LDPC codes with twisted relation and without four-cycles.

20. This paper presents a simple algorithm for multiple fault detection and location in parity check networks.

21. A simple and efficient algorithm for locating multiple faults in parity check circuits is presented.

22. These sub-codes can be the same or not, Hamming code, extended Hamming code, BCH code, single parity check code , and so on.

23. This paper constructs irregular LDPC codes of unequal error protection with a parity check matrix in a lower triangular.

24. The protocol realized some functions, such as two-way data buffer, shift register(), clock circuit and parity check.

25. This paper gives a comprehensive survey on the methods of construction of parity check matrix and encoding and decoding of LDPC, and discusses applications and future researches on LDPC codes.

26. A novel Block Gauss Elimination(BGE) approach to construction of the generator matrix of quasi-cyclic low density parity check(QC-LDPC) codes is proposed.

27. The processor (50) then joins partial matrix H1 and partial matrix H2 to generate parity check matrix H.

28. Based on evolvable algorithm, this paper proposed a new method for parity check circuit design automatically.

29. In fact, we have shown that by the generation matrices or parity check matrices of any MDS codes, one can get a new method of secret sharing.

30. A joint source channel decoder (JSCD) was proposed, which combines the variable length decoding and low density parity check (LDPC) decoding in an iterative scheme.

31. In this paper, the performance of non-binary PCGC scenario is investigated, and the Quasi-Cyclic is introduced into the design of component parity check matrix.

32. The interleaver even can be omitted if the parity check matrix is properly designed.

33. Due to the particular relation of generator matrix and parity check matrix, it can achieve unequal error protection performance with the modified decoding algorithm.

34. The code can greatly reduce the encoding complexity while maintaining the same decoding complexity as traditional regular LDPC (H-LDPC) codes defined by the sparse parity check matrix.

35. The decoding convergence's difference of Low-Density Parity Check Code (LDPC) under frame synchronization and desynchronization was investigated.

36. Low density parity check (LDPC) code, which is a special case of error correction code with sparse parity-check matrix, has the performance very close to the Shannon Limit.