1) critical controlled growth
临界控制增长
1.
Under the critical controlled growth conditions,the existence of one solution of this problem is verified.
考虑了一类拟线性椭圆型方程的Ｎｅｕｍａｎｎ问题的非平凡解的存在性；在临界控制增长条件下，证明了该Ｎｅｕｍａｎｎ问题的解的存在性定理。
2) critical growth
临界增长
1.
The Dirichlet problem of quasilinear elliptic equation with critical growthcondition is discussed in this paper,and a nontrivial solution is given.
本文讨论了临界增长拟线性椭圆型方程的Ｄｉｒｉｃｈｌｅｔ问题，并且给出了非平凡解的存在性结果。
2.
It is shown that the p-Laplacian operators in a quasilinear elliptic type boundary problem in bounded domain of RN with critical growth on the nonlinearity is of weakly continuity for 1<p<N.
讨论了RN中有界区域上一类拟线性椭圆型方程,在非线性项只限制临界增长的条件下对于1
3.
In this paper,the recent achievements of a non-trivial solution in p-Laplace problemswith critical growth are related.
本文简要地概述了临界增长的p—Laplace方程的非平凡解的研究成果，推广了P。
3) critical increasing
临界增长
1.
It has been proved that the above P Laplace equation involling critical increasing has at least a positive solution in some suitable assumptions.
利用｜Ｄｕ｜ｐ－２Ｄｉｕ在Ｓｈｏｂｏｌｅｖ空间中的弱连续和没有（ＰＳ）条件的山路引理及集中紧原理，讨论了ＲＮ中有界域Ω上一类拟线临界增长的椭圆型方程解的存在性，并在一定的假设条件下，证明了临界增长的Ｐ－Ｌａｐａｌａｃｅ方程存在正解。
4) supercritical increase
超临界增长
1.
This paper studies the Neumann problem of the supercritical increased boundary conditions for a class of ultralinear degenerate elliptical equations,where "critical point theorem of even functions",and "famous Ekeland variational principle" are used to demonstrate that there are infinite positive solutions to the problem.
研究了一类超线性退缩椭圆型方程超临界增长边界条件的Neumann问题,主要利用了“偶泛函临界点定理”和著名的“Ekeland变分原理”等证明该问题存在无穷多正解。
5) subcritical growth
次临界增长
1.
In my dissertation, I mainly study some interior regularity prob-lems of weak solutions for P-harmonic type degenerate elliptic systems under the subcritical growth in non-homogeneous items and Hadamard s three-spheres theroems for a class of elliptic operators (p-harmonic operator and Pucci opera-tor).
本文考虑了p-调和型的退化椭圆方程组在非齐次项满足次临界增长情况下的弱解内部正则性以及p-调和型算子和Pucci型算子的Hadamard三球面定理。
2.
When the function f(x, u) is of subcritical growth and satisfies a generalized Landsman-Lazer condition, we obtain the existence of weak solutions to the abov.
当函数f(x，u)为次临界增长且满足一个广义的Landsman-Lazer条件时，我们利用变分方法，在λ≥0(λ可取到特征值λ_k)，得出了以上方程均有一弱解。
6) Critical Control
临界控制
1.
Road Traffic Factors and Strategies of Projects Development Intensity Critical Control in Mountain Cities Urban Redevelopment;
影响山地旧城改造项目开发强度临界控制的道路交通因素及对策
补充资料：反应堆临界控制
分子式：
CAS号：
性质：反应堆运行时，由于燃耗、中毒、温度效应等原因使有效增殖系数不断变化。为了使反应堆处于临界状态，中子产生率等于中子的损失率，保持自持链式反应，必须随时调节控制棒的位置，此即反应堆临界控制。
CAS号：
性质：反应堆运行时，由于燃耗、中毒、温度效应等原因使有效增殖系数不断变化。为了使反应堆处于临界状态，中子产生率等于中子的损失率，保持自持链式反应，必须随时调节控制棒的位置，此即反应堆临界控制。
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