On method of solution for a class of dual completing singular integral equation with two convolution kernels 关于一类含二个卷积核的对偶型完全奇异积分方程的求解
Some problems on the solution of the singular integral equations with both cauchy kernel and convolution kernels 核和卷积核混合的奇异积分方程求解方法的研究问题
In this paper , the method of solution in the vector format for a kind of dual singular integral equation with two convolution kernels is discussed , and the general explicit solution and the related conditions of solvability are obtained 摘要本文对文[ 2 ]中的含两个卷积核的对偶型奇异积分方程给出了向量形式求解方法,并且给出了一般解的显式及相应的可解条件。
According to this derivation , a bi - linear optical system could be decomposed into a set of convolution kernels , which could then be convoluted with input pattern , and the resulting set of convolution fields could be superimposed to yield an intensity field 在这里提出了一种基于卷积核的快速稀疏空间光强的光刻仿真计算方法。一个双线性光学系统分解成为一组空间域卷积核,并通过对版图的空间域卷积来计算空间光强。
Through simulating the optical imaging system in lithography system , some ways to improve the lithography resolution and a convolution - based method to calculate light intensity are presented , and the calculating process of tcc ( transmission cross coefficient ) of optical system is introduced 摘要通过对光刻系统中光学成像系统的模拟,提出了改善光刻分辨率的途径以及基于卷积核的计算光强的方法,并介绍了光学系统的传输交叉系数具体计算过程。