In this paper,the solution existence for quasilinear hemivariational inequality was analyzed using the variational method and the nonsmooth critical point theory of the locally Lipschitz function.
我们的方法是变分法及局部Lipschitz函数的非光滑临界点理论。
This paper discusses the generalization of the deformation theorem and its application,and some new critical point theorems of locally Lipschitz functions are given based on some improved classical critical point theorems.
证明了一个形变定理,并由此得到局部Lipschitz函数的几个临界点定理,其结果改进了几个经典的临界点结论。
In the present paper,some minimax theorems of locally Lipschitz functions are given by the Ekeland variational principle and tow critical point theorems are improved.
文章由Ekeland变分原理得到局部Lipschitz函数的几个极大极小定理,并改进了已有的两个临界点定理。
This paper is devoted to the development of stabilized finite element methods by empolying local bubble functions for adveetive-diffusive models which has the form σu+a·(?)u-k△u =f.
本文针对形如σu+α·u-kΔu=f对流—扩散型的模型问题,发展耦合局部bubble-函数的有限元方法,我们就α=0和σ=0两种情形证明了方法的与“影响因素”σ和pedlet-数无关稳定性及全局最佳收敛阶。
The author establishes the boundedness in local BMO space of local Littlewood-Paley operators,which include localg-function,local Lusin-area integral and local g*λ-function(1<λ<∞).
建立了局部Littlewood-Paley算子,即局部g-函数、局部Lusin-面积积分及局部gλ*-函数(1<λ<∞),在局部BMO空间上的有界性。
To improve the performance of QSAR model,a novel non-lineal combinatorial method named GK-LK-SVR based on global kernel and local kernel was proposed in this paper.
为提高定量构效关系(quantitative structure-activity relationship,QSAR)模型预测的精度,以支持向量回归(support vector regression,SVR)全局与局部核函数,发展出1种非线性组合方法GK-LK-SVR,其基本思路为:依均方误差(MSE)最小原则,分别基于SVR的全局与局部核函数筛选描述符后预测,实测值与不同核函数的预测值组合成混合样本,然后再依MSE最小原则基于SVR对混合样本实施核函数寻优及子模型筛选,最后以留一法完成预测。
Improve performance of SVR model on small sample QSAR study with local kernel and global kernel
基于局部核函数与全局核函数支持向量回归优化小样本QSAR建模
Thread local variables cannot be local to a function
线程局部变量对函数不能是局部的
Locally Rotundity of Orlicz-bochner Function Space with the Luxemburg Norm
Luxemburg范数下Orlicz-Bochner函数空间的局部凸性
Local procedure/function '%s' assigned to procedure variable
局部过程/函数'%s'赋给过程变量
Local variable cannot have the same name as the function containing it.
局部变量不能与包含它的函数同名。
An adaptive controller using local function approximation
应用局部函数估计的自适应控制方法
Local Lagrange Interpolation by Super Spline Spaces on Triangulations;
超样条函数空间的局部Lagrange插值
The Local Topological Pressure Variational Principle for Sub-additive Potentials
次可加函数列的局部拓扑压变分原理
On Rate of Convergence of Baskakov-Bézier Operators for Locally Bounded Functions
局部有界函数的Baskakov-Bézier算子的收敛阶
Kernel Function-based on Handmetric Recognition
基于核函数的手部特征识别算法研究
Laurent Senies of Vector Valued Functions in Local Convex Spaces;
局部凸空间中向量值函数的罗朗级数及性质
Local Search Algorithm for Solving Maximizing Submodular Set Function;
求解下模集函数最大值问题的局部搜索算法
Boundary Properties of Vector-Valued Regular Functions;
局部凸空间中向量值正则函数的有界性
Local Error Estimates for Radial Basis Function Interpolation
流形上径向基函数插值的局部误差估计
Tone Reproduction Method by a Local Model of Visual Adaptation Based on Sigmoid Function
基于Sigmoid函数局部视觉适应模型的真实影像再现
Low-SNR Image Noise Removal Based on Local Edge-preserving Function
基于局部保边函数的低信噪比图像去噪
A Local Basis for C~2 Quintic Spline Space over S_5~2△_W Triangulation
二元五次C~2样条函数空间S_5~2(△_W)的局部基
GENETIC ALGORITHM FOR OPTIMIZING MULTI-APICES FUNCTIONS
求多峰函数全部全局最优解的改进遗传算法