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1)  nonquadratical condition
非二次条件
1.
In this paper we further study the Ambrosetti-Rabinowitz type superquadratical condition as well as the nonquadratical condition,and obtain some useful conclusions.
本文是在前人研究Ambrosetti-Rabinowitz型超二次条件和非二次条件的基础上对这两个条件做了进一步详细的探讨和总结,得出了一些有用的结论。
2)  subquadratic
次二次条件
1.
The previous subquadratic conditions are weaken and the existence of solution is obtained.
减弱了以前的次二次条件并得到解的存在性。
3)  subquadratic condition
次二次条件
4)  superquadratic condition
超二次条件
5)  superquadratic
超二次条件
1.
Some solvability conditions, including sublinear,subquadralic and superquadratic, and the corresponding existence results are summed up for periodic solutions of the second order Hamiltonian systems obtained by using the minimax methods.
本文综述了用极小极大方法得到的关于二阶Hamilton系统周期解的可解性条件及相关结果,包括次线性条件,次二次条件和超二次条件等方面的近期结果。
6)  non-homogeneous boundary conditions
非齐次边界条件
1.
We study the existence of a class of nonlinear elliptic equations with non-homogeneous boundary conditions by using variational methods for the various cases that λ,μ∈R and 1<p,q<2N/(N-2).
对于一类非齐次边界条件的非线性椭圆方程,应用变分方法研究了参数λ,μ∈R以及实数p,q在1到2N/(N-2)范围内此类方程的可解性,得到了一些新的结果。
2.
By using the upper and lower solutions method,the existence of solutions was studied for a type of second-order two-points boundary value problems with p-Laplacian operator under non-homogeneous boundary conditions.
研究了一类具p-Laplace算子的二阶非线性常微分方程在非齐次边界条件下的两点边值问题。
补充资料:晚次昭应
【诗文】:
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【注释】:



【出处】:
全唐诗:卷268_3
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