High-threshold and low-overhead fault-tolerant quantum memory. [PDF]
Bravyi S+5 more
europepmc +1 more source
Efficient Integration of Rate-Adaptive Reconciliation with Syndrome-Based Error Estimation and Subblock Confirmation for Quantum Key Distribution. [PDF]
Treeviriyanupab P, Zhang CM.
europepmc +1 more source
Revolutionizing Free-Space Optics: A Survey of Enabling Technologies, Challenges, Trends, and Prospects of Beyond 5G Free-Space Optical (FSO) Communication Systems. [PDF]
Alimi IA, Monteiro PP.
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Machine Learning in Communication Systems and Networks. [PDF]
Sun Y, Lee H, Simpson O.
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High-Throughput Polar Code Decoders with Information Bottleneck Quantization. [PDF]
Kestel C, Johannsen L, Wehn N.
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Beyond Fiber: Toward Terahertz Bandwidth in Free-Space Optical Communication. [PDF]
Ullah R+8 more
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This paper presents a special type of LDPC codes with a structure related to but different from that of the spatially coupled LDPC codes. For an LDPC code of this type, its Tanner graph is composed of a set of small disjoint Tanner graphs which are ...
Juane Li+4 more
semanticscholar +3 more sources
Spatially Coupled LDPC Codes via Partial Superposition and Their Application to HARQ
IEEE Transactions on Vehicular Technology, 2021This paper proposes a new class of spatially coupled codes, which are constructed by sending codewords of a low-density parity-check block code (LDPC-BC) in a block Markov superposition transmission (BMST) manner, resulting in the BMST-LDPC codes ...
Qianfan Wang+5 more
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Fiber bundle codes: breaking the n1/2 polylog(n) barrier for Quantum LDPC codes
Symposium on the Theory of Computing, 2020We present a quantum LDPC code family that has distance Ω(N3/5/polylog(N)) and Θ(N3/5) logical qubits, where N is the code length. This is the first quantum LDPC code construction that achieves distance greater than N1/2 polylog(N).
M. Hastings, Jeongwan Haah, R. O'Donnell
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Irregular LDPC codes as concatenation of regular LDPC codes
IEEE Communications Letters, 2005In this letter, the construction of irregular LDPC codes obtained by concatenating regular ones is considered. These codes are analyzed for the binary symmetric channel (BSC). It is shown via proper distribution evolution that such concatenated codes have in general a threshold value weaker (but not necessarily much different) than their unconstrained ...
Marc P. C. Fossorier, N. Miladinovic
openaire +2 more sources