convolution theorem

By using Fourier transformation for space variable, Laplace transformation for time variable and convolution theorem for their inverse transformations, a general solution for dynamical problem of infinite beam on an elastic foundation is obtained.

然后对空间变量和时间变量分别进行Fourier变换和Laplace变换，利用逆变换褶积积分，得到了弹性地基无限长梁一般动力问题的解析解。

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Analytical solutions are obtained using Laplace transform and convolution theorem for the transient wave motion in saturated porous media under arbitrary stress boundary condition and displacement boundary condition, respectively.

利用拉氏变换和卷积定理，分别得到了边界自由排水时在任意应力边界条件和任意位移边界条件下瞬态波动过程的解析表达。

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In this paper, We introduce and study a subclass K(λ, α) of convex functions of order α. We prove an inclusion relation and a convolution theorem.

本文引进并研究α级凸象函数类的一个子类K（λ，α），证明了包含关系和卷积定理；

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Analysis of Analog Modulation Based On Convolution Theorem and Hilbert Transform

基于卷积定理和希尔伯特变换的模拟调制分析

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Convolution Theorem and Asymptotic Efficiency in Two Side Truncated Distribution Families

双边截断分布族中的卷积定理与渐近有效性

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Further, with the help of the convolution theorem and inverse FOURIER transform, a semi-analytical solution of the velocity response under semi-sine impulse exciting is obtained.

然后利用卷积定理和傅立叶逆变换求得瞬态半个正弦波作用下桩顶响应的振动半解析解；

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A General Inversion Theorem and Its Application to Convolution Integral Equations

一个普遍反演定理及其对卷积型积分方程的应用

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A new predictive algorithm based on discrete convolution theorem is presented in this paper to meet the demand.

根据离散卷积原理，本文提出一种新的预报控制算法&响应系数预报控制。

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The Noether Theorem of the Singular Integral Equation with Convolution Kernel

含卷积核的奇异积分方程的Noether定理

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On Convolution Theorem of 1D Z Transform

一维Z变换中的卷积定理研究

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