本文提出了可进行条纹非均匀性校正的最小均方误差法(MMSE)。

We develop the minimum mean square error (MMSE) method for stripe nonuniformity correction (NUC).

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本文首先采用定时调度的方式判断起动状态，并采用最小均方误差法(LMS)逐步修正起动扭矩。

In this paper the start station was judged by the time scheduling approach. LMS method was used to amend the starting torque.

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基于导频的信道估计方法已经受到广泛的研究，主要估计算法有最小二乘法(LS)、最小均方误差法(MMSE)和最大似然(ML)估计法等。

The channel estimation method based on pilots has received much research. It adopts the algorithms such as least squares (LS), minimum mean square error (MMSE), maximum likelihood (ML), and so on.

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基于导频的信道估计方法已经受到广泛的研究，主要估计算法有最小二乘法(LS)、最小均方误差法(MMSE)和最大似然(ML)估计法等。

The channel estimation method based on pilots has received much research. It adopts the algorithms such as least squares (LS), minimum mean square error (MMSE), maximum likelihood (ML), and so on.

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