1) high order singularity
高奇性
2) solution with singularities of high order
高阶奇性解
1.
It is given three equivalent conditions of solvability for characteristic singular integral equation in solution with singularities of high order in particular cases.
给出特殊情况下具高阶奇性解的特征奇异积分方程３种形式可解条件的等价性。
2.
It is given representation of solution and condition of solvability for characteristic singular integral equation in solution with singularities of high order.
给出具高阶奇性解的特征奇异积分方程解的表示及可解条
3) High order singularities
高阶奇异性
5) singular
[英]['sɪŋɡjələ(r)] [美]['sɪŋgjəlɚ]
奇性
1.
In this paper,the existence of positive solutions to the following first-order singular periodic boundary value problem is proved by using Green Function and Fixed Point Theorem in cones for problem,u′(t)+ρ2u(t)=f(t,u(t)),0≤t≤2πu(0)=u(2π) where f(t,u) may appear singularity at u=0.
利用格林函数与锥不动点定理证明了奇异一阶微分方程周期边值问题u′(t)+ρ2u(t)=f(t,u(t)),0≤t≤2πu(0)=u(2π)正解的存在性,其中允许f在u=0处具有奇性且常数ρ≠0。
2.
This paper deals with a class of singular Positone boundary value problems.
对一类具有奇性Positone边界值问题进行了研究,利用非线性二择一不动点定理建立了问题正解的3个存在性原则。
3.
On the basis of the cone-fixed point theorem, the present paper deals with the existence of positive solutions to the superlinear second order periodic boundary value problem-u″(t)+ρ 2u(t)=f(t,u(t)), 0≤t≤2π, u(0)=u(2π), u′(0)=u′(2π)where f(t,u) is allowed to be singular at u=0 and superlinear at u=+∞.
利用锥不动点定理证明一个二阶奇异周期边值问题- u″(t) +ρ2 u(t) =f(t,u(t) ) , 0≤ t≤ 2π,u(0 ) =u(2π) , u′(0 ) =u′(2π)正解的存在性 ,其中允许 f在 u=0处具有奇性 ,在 u=+∞处超线性 。
6) singularity
[英][,sɪŋɡju'lærəti] [美]['sɪŋgjə'lærətɪ]
奇性
1.
Scalar Polynomial Singularity and Horizon in Weitzenbock Spacetime;
自平行时空中的标量奇性和视界
2.
Resolution and singularity of seismic trace;
地震道的奇性特征与分辨率
3.
The formula of image edge curve singularity detection with one-dimensional wavelet transform and the example are given.
对于图像中有边缘曲线,沿着该曲线函数f是Lipschitz指数α的,获得函数f的Lipschitz正则性与小波变换沿尺度的渐近衰减性相关联,该衰减由小波变换模的值控制,进而获得一维小波变换刻画图像边缘曲线的奇性的公式并给出例子。
补充资料：高奇
1.高超杰出。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条