convolution kernel

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

By applying the geometric singular perturbation theory and linear chain trick, it is proved that steady travelling wavefronts is maintained when the delay is sufficiently small for a type of convolution kernel.

利用几何奇异摄动理论及线性链技巧，证明了对一类特定形式的卷积核，只要时滞充分小，该方程的波前解仍然能得以保持。

For the convolution Kernel, only four addition operations are needed for each pixel convolution. Therefore, it is promising to be fast implemented with DSP and FPGA.

卷积核对每个像元的操作只需要完成4次加法运算，无需浮点数和乘法运算，便于DSP和FPGA的实现。

In this paper, based on the algorithm of wavelet, a new fast convolution kernel for scene images was proposed.

在小波算法的基础上，提出了一种与小波预处理算法等价的预处理卷积核。

On method of solution in class { α,β} for the dual singular integral equation with Cauchy kernel and convolution kernel in the non-normal type case

{α，β}类中含Cauchy核与卷积核的对偶型奇异积分方程非正则型解法

Compare the image of the foramina within internal auditory canal fundus with virtual endoscope by different convolution kernel in reconstruction.

用不同的卷积系数重建图像，比较对按不同卷积系数得到的重建图像应用仿真内镜技术观察时内听道底神经管孔的显示情况。

Parametric definition and production of directional convolution kernel

定向卷积核的参数化定义和生成

At present, there are a variety of explanations about the concept of scale such as resolution, image size, quantitative, the distance and convolution kernel and so on.

目前对尺度的概念有多种解释，如采用不同分辨率作为图像尺度的，也有以图像尺寸大小为尺度的，有的以距离远近作为尺度，还有以卷积核的参数为尺度。

In this paper, we discuss one kind of nonlinear Volterra integral equation with the convolution kernel, and give some results on the uniqueness and approximate method of the non-trivial solutions of this equation.

本文对一类具有卷积核的非线性Volterra型积分方程进行了讨论，给出了关于这类方程的非平凡解的存在性和解的逼近方法的一些结果。