Error Functions of Gaussian Fields Using Radial and Spiral Sampling

机译：高斯字段使用径向和螺旋抽样的误差

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The purpose of this paper is to present two different spatial sample configurations in order to measure the error function of a given Gaussian random field. This Gaussian field is described by some two-dimensional covariance functions. We found these functions at the output of RC circuits in series. For this study we used the Sampling-Reconstruction Procedure (SRP) based on the conditional mean rule. Moreover we changed the covariance function, the quantity of samples and the distance between them. The results in this study demonstrate how all the above factors influence the error functions.

机译：本文的目的是呈现两个不同的空间样本配置，以便测量给定高斯随机字段的误差函数。该高斯字段由某些二维协方差函数描述。我们在RC电路的输出中发现了这些功能。对于本研究，我们使用基于条件平均规则的采样重建程序（SRP）。此外，我们改变了协方差函数，样品数量和它们之间的距离。本研究中的结果表明了所有上述因素如何影响误差功能。

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《International Conference on Mechatronics, Electronics and Automotive Engineering》|2013年||共4页
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作者
Kazakov Vladimir; Mendez Luis; Saldana Daniel Rodriguez;
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正文语种
中图分类自动化技术、计算机技术;
关键词
Gaussian fields; error reconstruction function; non-uniform sampling; spatial covariance function;

机译：高斯字段;突破重建功能;不均匀的采样;空间协方差函数;

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1. Nonuniform Sampling and Recovery of Multidimensional Bandlimited Functions by Gaussian Radial-Basis Functions [J] . Journal of Fourier Analysis and Applications . 2011,第3期

机译：高斯径向基函数对多维带限函数的非均匀采样和恢复
2. Nonuniform Sampling and Recovery of Multidimensional Bandlimited Functions by Gaussian Radial-Basis Functions [J] . Bailey B.A., Schlumprecht T., Sivakumar N. The journal of fourier analysis and applications . 2011,第3期

机译：高斯径向基函数对多维带限函数的非均匀采样和恢复
3. Error saturation in Gaussian radial basis functions on a finite interval [J] . Boyd JP Journal of Computational and Applied Mathematics . 2010,第5期

机译：高斯径向基函数在有限区间上的误差饱和
4. Error Functions of Gaussian Fields Using Radial and Spiral Sampling [C] . Kazakov Vladimir, Mendez Luis, Saldana Daniel Rodriguez International Conference on Mechatronics, Electronics and Automotive Engineering . 2013

机译：使用径向和螺旋采样的高斯场的误差函数
5. Generation and tooth contact analysis of spiral bevel gears with predesigned parabolic functions of transmission errors. [D] . Lee, Hong-Tao. 1989

机译：带有预先设计的抛物线传递函数的螺旋锥齿轮的产生和齿接触分析。
6. On the Gaussian Law of Errors in the Theory of Additive Functions [O] . P. Erdös, M. Kac 1939

机译：可加函数理论中的高斯误差定律
7. 0 NONUNIFORM SAMPLING AND RECOVERY OF MULTIDIMENSIONAL BANDLIMITED FUNCTIONS BY GAUSSIAN RADIAL-BASIS FUNCTIONS [O] . B. A. Bailey, Th. Schlumprecht, N. Sivakumar 2016

机译：通过高斯径向基函数的非均匀采样和多维带状函数的恢复

Error Functions of Gaussian Fields Using Radial and Spiral Sampling

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