Searching for "On Sparse Parity Check Matrices." – sorted by Relevance.
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On Sparse Parity Check Matrices
- On Sparse Parity Check Matrices Hanno Lefmann Pavel Pudl'ak y Petr Savick'y z November 3
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LDPC block and convolutional codes based on circulant matrices
- counterparts is presented. The QC codes are described by sparse parity-check matrices comprised of blocks
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Parity check matrices and product representations of squares
- to obtain codes with sparse parity check matrices. Indeed, sparse parity check matrices occur in many
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unknown title
- are interested in efficient, linear time encodable and decodable codes. Analogous to the idea of sparse parity-check
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Circuit Lower Bounds and Linear Codes
- . Codes with very sparse parity check matrices has been studied in coding theory [8]. One
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Designing Very Good Low-Density Parity-Check Codes for the Gilbert-Elliott Channel
- class of linear codes with very sparse parity check matrices. LDPC codes may be characterized by a
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Compressed Sensing Reconstruction via Belief Propagation
- ]. These codes belong to a class of linear error correcting codes that use sparse parity check matrices
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Sparse-graph codes for quantum error-correction
- ]. The sparseness of the parity-check matrices makes the codes easy to encode and decode, even when communicating
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A Framework For Joint Source-Channel Coding Using Factor Graphs.
- -product algorithm used for their decoding. The name of Low Density Parity Check codes comes from very sparse parity
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Sparse-Graph Codes for Quantum Error-Correction
- blocklengths [19]. The sparseness of the parity-check matrices makes the codes easy to encode and decode, even
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