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Photonic circuits for iterative decoding of a class of low-density parity-check codes

机译:用于迭代解码一类低密度光子的光子电路   奇偶校验码

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摘要

Photonic circuits in which stateful components are coupled via guidedelectromagnetic fields are natural candidates for native implementation ofiterative stochastic algorithms based on propagation of information around agraph. Conversely, such message passing algorithms suggest novel circuitarchitectures for signal processing and computation that are well matched tonanophotonic device physics. Here we construct and analyze a quantum opticalmodel of a photonic circuit for iterative decoding of a class of low-densityparity-check (LDPC) codes called expander codes. Our circuit can be understoodas an open quantum system whose autonomous dynamics map straightforwardly ontothe subroutines of an LDPC decoding scheme, with several attractive features:it can operate in the ultra-low power regime of photonics in which quantumfluctuations become significant, is robust to noise and componentimperfections, achieves comparable performance to known iterative algorithmsfor this class of codes, and provides an instructive example of hownanophotonic cavity quantum electrodynamic components can enable useful newinformation technology even if the solid-state qubits on which they are basedare heavily dephased and cannot support large-scale entanglement.
机译:通过导引的电磁场耦合有状态分量的光子电路自然是基于图周围信息传播的迭代随机算法的本机实现的自然候选者。相反,这样的消息传递算法提出了与信号光学器件物理特性非常匹配的新颖的信号处理和计算电路结构。在这里,我们构造和分析光子电路的量子光学模型,用于迭代解码一类称为扩展器代码的低密度奇偶校验(LDPC)码。我们的电路可以理解为一个开放的量子系统,它的自治动力学可以直接映射到LDPC解码方案的子例程上,具有以下几个吸引人的特征:它可以在光子学的超低功率状态下工作,在这种情况下,量子涨落变得显着,对噪声和噪声都很鲁棒。组件缺陷,可实现与此类代码的已知迭代算法不相上下的性能,并提供了一个指导性示例,说明光子腔量子电动力学组件可以启用有用的新信息技术,即使它们所基于的固态量子比特已严重失相并且无法支持大规模纠缠。

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