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Modeling of a Target Volterra Series Using an Orthogonal Parallel Wiener Decomposition

机译:使用正交平行维纳分解对目标Volterra级数建模

摘要

Improved techniques are provided for modeling a target Volterra series using an orthogonal parallel Weiner decomposition. A target Volterra Series is modeled by obtaining the target Volterra Series V comprised of a plurality of terms up to degree K; providing a parallel Wiener decomposition representing the target Volterra Series V, wherein the parallel Wiener decomposition is comprised of a plurality of linear filters in series with at least one corresponding static non-linear function, wherein an input signal is applied to the plurality of linear filters and wherein outputs of the non-linear functions are linearly combined to produce an output of the parallel Wiener decomposition; computing a matrix C. for a given degree up to the degree K, wherein a given row of the matrix C corresponds to one of the linear filters and is obtained by enumerating monomial cross-products of coefficients of the corresponding linear filter for the given degree; and determining filter coefficients for at least one of the plurality of linear filters, such that the rows of the matrix C are linearly independent.
机译:提供了改进的技术,用于使用正交平行Weiner分解对目标Volterra级数建模。通过获得目标Volterra级数V来建模目标Volterra级数V,该目标Volterra级数V包含直到K阶的多个项。提供代表目标Volterra级数V的并行维纳分解,其中并行维纳分解包括与至少一个相应的静态非线性函数串联的多个线性滤波器,其中将输入信号施加到多个线性滤波器其中非线性函数的输出被线性组合以产生并行维纳分解的输出。计算直到给定度数K的给定度数的矩阵C,其中矩阵C的给定行对应于一个线性滤波器,并且通过枚举给定度数的相应线性滤波器的系数的单项叉积来获得;确定多个线性滤波器中至少一个的滤波器系数,以使矩阵C的行线性独立。

著录项

  • 公开/公告号US2014314182A1

    专利类型

  • 公开/公告日2014-10-23

    原文格式PDF

  • 申请/专利权人 LSI CORPORATION;

    申请/专利号US201414255499

  • 发明设计人 KAMERAN AZADET;

    申请日2014-04-17

  • 分类号H04B1/04;

  • 国家 US

  • 入库时间 2022-08-21 16:09:18

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