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Error bound analysis of the least-mean-squares algorithm in linear models

机译:线性模型中最小均方算法的误差界分析

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Time-varying formulation is pervasive in dynamic control systems, where tracking parameters characterizing dynamic properties is central task. General conditions for exponential stability of such systems have been fully discussed in prior work of others. In this paper we build practical (computable) error bound analysis of the stochastic gradient algorithm when the loss function is time-dependent and quadratic in the parameters, as arising from standard linear regression model. The long term goal is to address this problem in general nonlinear models. This paper is the first step towards this aim.
机译:时变公式化在动态控制系统中无处不在,其中表征动态特性的跟踪参数是中心任务。在其他系统的先前工作中,已经充分讨论了此类系统的指数稳定性的一般条件。本文基于标准线性回归模型,建立了损失函数与时间相关且参数为二次方的随机梯度算法的实用(可计算)误差界分析。长期目标是解决一般非线性模型中的这一问题。本文是朝着这个目标迈出的第一步。

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