FLOM:分数低阶矩
“分数低阶矩”(Fractional Lower Order Moments,简称FLOM)是为便于书写和使用而形成的常用缩写。这一术语在信号处理、统计分析和非线性系统等多个交叉领域中被广泛采用,主要用于描述具有重尾分布或脉冲特性的随机过程。FLOM方法在非高斯噪声环境下的参数估计和性能分析中具有重要价值。
Fractional Lower Order Moments具体释义
Fractional Lower Order Moments的英文发音
例句
- Blind signals separation method based on fractional lower order moments
- 分数低阶矩(FLOM)的信号盲分离方法
- A novel algorithm of blind separation was deduced based on fractional lower order moments for underwater acoustic signals. Theoretical analysis and computer simulation show that the new blind separation method is robust under various noise conditions.
- 在此基础上,推导出一种基于分数低阶矩(FLOM)的水声信号盲分离新方法,理论分析与仿真检验表明新的盲分离方法具有较强的鲁棒适用性。
- A new detecting model is established for underwater acoustic signals, and a new adaptive filtering method is proposed based on fractional lower order moments for underwater acoustic signals. The effect of the parameter p of fractional lower order moments is analyzed and the selecting rule is suggested.
- 提出了基于分数低阶矩(FLOM)的水声信号自适应滤波新方法,分析了p阶分数矩对算法性能的影响及优选原则。
- Blind Estimation of Evoked Potentials Based on Fractional Lower Order Moments(FLOM)
- 基于分数低阶矩(FLOM)的非高斯噪声中诱发电位提取新方法
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