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One-dimensional signal processor with optimized solution capability

机译:具有优化解决方案功能的一维信号处理器

摘要

An architecture and design of compact neural networks is presented for the maximum-likelihood sequence estimation (MLSE) of one- dimensional signals, such as sound, in digital communications. Optimization of a concave Lyapunov function associated with a compact neural network performs a combinatorial minimization of the detection cost, and truly paralleled operations in the analog domain are achievable via the collective computational behaviors. In addition, the MLSE performance can be improved by paralleled hardware annealing, a technique for obtaining optimal or near-optimal solutions in high-speed, real-time applications. For a sequence of length n, the network of complexity and throughput rate are O(L) and n/T.sub.c, respectively, where L is the number of symbols the inference spans and T.sub.c is the convergence time. The hardware architecture as well as network models, neuron models, and methods of feeding the input to the network are addressed in terms of the probability of error.
机译:提出了一种紧凑型神经网络的体系结构和设计,用于数字通信中一维信号(如声音)的最大似然序列估计(MLSE)。与紧凑型神经网络相关联的凹Lyapunov函数的优化实现了检测成本的组合最小化,并且通过集体的计算行为可以在模拟域中实现真正的并行操作。此外,并行硬件退火可以提高MLSE性能,并行硬件退火是一种用于在高速,实时应用中获得最佳或接近最佳解决方案的技术。对于长度为n的序列,网络的复杂度和吞吐率分别为O(L)和n / Tc,其中L是推理跨度的符号数,Tc是收敛时间。硬件结构以及网络模型,神经元模型和将输入馈送到网络的方法均以错误概率为基础。

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