• 本文介绍切比雪夫多项式逼近标准电阻温度公式

    This paper describes the approximate resistance-temperature formula of standard resistors by Tchebysheff polynomial.

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  • 提出了描述标准击实试验中土料密度含水量之间函数关系拟合正交多项式方法

    Fitting orthogonal polynomial method for characterizing the functional relationship between the dry density and moisture content of earth-fill in standard compaction test is presented.

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  • 国际标准CRC-CCITT循环冗余校验为研究对象,利用近世代数多项式理论证明其奇偶校验性质、最小纠正比特错误能力

    The polarities check ability, minimum code distance and capacity of correct single bit error of CRC-CCITT are proved by using galois field polynomial theory.

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  • 作为种可选定次数的完备正交多项式系统U系统所定义的矩具有标准正交性、收敛优良性质

    As a kind of complete orthogonal polynomial system, U system has many good properties such as orthogonality and convergence.

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  • 利用切比雪夫多项式拟合广播星历卫星坐标实现卫星轨道标准

    The Chebyshev polynomial was applied to fit satellite coordinates of the broadcast ephemeris to realize satellite orbit standardization.

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  • 通过标准形式插值多项式截断误差分析给出了非标准形式插值多项式的截断误差公式。

    In this paper, by using the analysis of standard interpolation polynomial, we give the theory of truncating error on nonstandard interpolation polynomial.

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  • 本文提出一种基于三角函数多项式GPS轨道标准方法

    A method of standardization GPS satellite orbits using trigonometric polynomial function is put forward in this paper.

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  • 本文的主要工作在于:利用一般多项式表示标准四元数多项式方程

    Our important new work is: expressing the solutions of the standard quaternionicpolynomial equation with general polynomial;

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  • 标准模糊系统基础上提出了正规二次多项式正规三角函数为基函数两类标准模糊系统。

    This paper establishes the standard fuzzy systems with partition of normal quadratic polynomial membership functions and normal trigonometric membership functions.

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  • 目前基于多项式正交多项式加权正交多项式图像配准方法是以误差平方和为度量标准的。

    To correct the image distortions in orthopedic surgery based on the Xray fluoroscopic image, an orthogonal polynomial and a weighted orthogonal polynomial methods are proposed.

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  • 目前基于多项式正交多项式加权正交多项式图像配准方法是以误差平方和为度量标准的。

    To correct the image distortions in orthopedic surgery based on the Xray fluoroscopic image, an orthogonal polynomial and a weighted orthogonal polynomial methods are proposed.

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