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separation of singularity
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  “separation of singularity”译为未确定词的双语例句
     In this paper, Hermite interpolation by trigonometric polynomials is discussed. Quadrature formulae with multiple nodes for 2π-periodic functions by trigonometric Hermite interpolation are establisbed. By using the method of separation of singularity, quadrature formulas with multiple nodes for corresponding singular integrals with Hilbert kernel are derived.
     本文讨论了Hermite三角插值问题,利用Hermite三角插值建立了2π周期函数正常积分带重结点的求积公式,用分离奇异点的方法建立了含Hilbert核的奇异积分带重结点的求积公式。
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  相似匹配句对
     THE SEPARATION OF METHLNAPHTYALENE
     甲基萘的分离
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     Conditions of the separation.
     研究了分离测试条件和干扰等。
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     L-Fuzzy H-Separation
     L-Fuzzy H-分离性
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     MEETING SEPARATION
     分离是为了重聚
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     The Study of the Singularity Signals
     奇异信号的研究
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In this paper, Hermite interpolation by trigonometric polynomials is discussed. Quadrature formulae with multiple nodes for 2π-periodic functions by trigonometric Hermite interpolation are establisbed. By using the method of separation of singularity, quadrature formulas with multiple nodes for corresponding singular integrals with Hilbert kernel are derived.

本文讨论了Hermite三角插值问题,利用Hermite三角插值建立了2π周期函数正常积分带重结点的求积公式,用分离奇异点的方法建立了含Hilbert核的奇异积分带重结点的求积公式。

By separation of singularity, a special Fourier series solution of the boundary value problem for planes is obtained, which can satisfy all boundary conditions and converge rapidly. It is proved that the solution is equal to the result of separation of variables. As a result, the non linear characteristic equations resulted from the method of separation of variables are transformed into polynomial equations which can provide...

By separation of singularity, a special Fourier series solution of the boundary value problem for planes is obtained, which can satisfy all boundary conditions and converge rapidly. It is proved that the solution is equal to the result of separation of variables. As a result, the non linear characteristic equations resulted from the method of separation of variables are transformed into polynomial equations which can provide a foundation for approximate computation and asymptotic analysis.

用带奇性分离的Fourier级数解平面边值问题,改进了不能满足全部边界条件的一般级数解法,得到收敛较好的解析算法.文中证明了级数解法与分离变量法的等价性,由此将分离变量解所得的非线性特征方程转化为多项式方程,为近似算法与渐近分析提供了依据.

 
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