1) Rellich-Pohozaev type identity
Rellich-Pohozaev型恒等式
2) Pohozaev type indentity
Pohozaev型恒等式
1.
In this paper, by using systemtric mountain pass theorem and Pohozaev type indentity, we study the existence of nontrivial solutions and the necessary conditions for the existence of solutions about no homogeneous quasilinear equation in exterior unit ball.
本文应用对称山路定理和Pohozaev型恒等式得到了非齐次拟线性方程在单位球外域中解的存在性以及解存在的必要条件。
3) Pohozaev identity
Pohozaev恒等式
1.
Pohozaev identity for p-harmonic equation;
p-调和方程的Pohozaev恒等式
2.
By using Pohozaev identity, it presents the constancy results on a star_shaped domain for the stationary solution of energy equation.
利用Pohozaev恒等式证明了能量方程的stationary解在整个星形区域Ω内均具有常值结果 。
3.
And the conclusion is proved by Pohozaev identity.
通过对一类带有一阶项的奇异椭圆问题的参数研究,得到了这类带有一阶项的奇异椭圆问题的解的不存在性的充分条件,并利用Pohozaev恒等式证明所得结论。
4) Rellich type inequality
Rellich型不等式
5) Rellich inequality
Rellich不等式
1.
Thus it obtains a generalization of the classical inequality,that was achieved earlier in Euclidean setting by Rellich,at the same time,a type of Rellich inequality with remainder terms is reached by using the method based on the polar-ordinates variation.
通过研究Baouend i-Grushin型算子L=Δx+|x|2γΔy(γ>0,x∈IRn,y∈IRm)的Rellich不等式,得到了与欧氏空间中的Rellich不等式形式类似的推广式,这类推广式包含了已有文献中的结果。
6) Picone type identity
Picone型恒等式
1.
In this paper, we prove a generalized Picone type identity on the homogeneous group.
本文给出了齐次群上的一类广义Picone型恒等式,由此证明了以下半线性方程组(其中 表示齐次群上的广义梯度)的Sturmian比较定理及一类振荡定理,并用于Heisenberg群上一类半线性方程。
补充资料：储蓄-投资恒等式
储蓄-投资恒等式：基于国民收入会计角度反映经济活动事后的储蓄与投资恒等关系。
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