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高斯过程的英文

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"高斯过程"怎么读用"高斯过程"造句

英文翻译手机手机版

  • gauss process
  • gaussian process

例句与用法

  • The dimension of relative multifractal for measure projection
    维平稳高斯过程的极函数及其相关维数
  • The necessary conditions of the polar sets for d - dimension stationary gaussian process
    维平稳高斯过程极集的必要条件
  • Research areas : robotics , neural net , gaussian process , scientific computing , and software / hardware development
    主要研究领域为冗余机器人,递归神经网络,高斯过程,科学计算和软硬件开发。
  • More than 50 research papers have been published at journals and conferences , which include more than 25 sci / ei - indexed papers and 8 ieee - transactions papers
    主要研究领域为机器手臂、神经网络、高斯过程、和科学计算与优化。
  • Wavelet - based statistical signal processing techniques such as denoising and detection typically model the wavelet coefficients as independent or jointly gaussian . these models are unrealistic for many real world signals
    基于小波的统计信号处理技术如去噪和检测通常典型的将小波系数看作是不相关的和联合高斯过程
  • First , the definition and properties of hos are introduced . we especially notice that hos is insensitive to gaussian process . this is the theoretical basis of signal detection and estimation
    文章首先介绍了高阶统计量的定义和性质,特别指出了高阶统计量对高斯过程不敏感,这是我们利用它进行信号检测和估计的理论依据。
  • The limiting distributions of exceedances on sequences , of upcrossings of high levels related to pro - cesses , and the joint limitiing distribution of sum and maximum for gaussian process had been considered in this paper respectively
    本文分三部分,分别对高斯序列超过数点过程、高斯过程上穿过点过程的极限分布及高斯过程部分和与最大值的联合极限分布进行了探讨。
  • This part mainly discusses the statistical distribution of the price and the returns rate , including random process and the returns rate model , gaussian process , measuring returns rate with discrete random process , white noise process , auto regression process , moving average process , auto regression moving average process , random walk , continuous random process , leptokurtic distribution , conditional mixed distribution , garch model and fractal distribution
    在这一部分中,我们主要讨论价格和收益率的统计分布:随机过程和收益率模型、高斯过程、收益率计量中的离散随机过程、白噪声过程、自回归过程、移动平均过程、自回归移动平均过程、随机行走、连续随机过程、尖峰分布、条件混合分布、 garch模型以及分形分布。
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