1) nonsmooth minimax network
非光滑minimax网络
2) non-smooth mesh
非光滑网络
3) nonsmooth minimax fractional programming
非光滑minimax分式规划
1.
In this paper,we consider a class of nonsmooth minimax fractional programming problems with nonlinear inequality constraints,where the numerator in the objective function is in the form of sum of differentiable function and convex function while the denominator is in the form of difference of a differentiable function and a convex function,and the constrained functions are differentiable.
考虑一类非线性不等式约束的非光滑minimax分式规划问题;目标函数中的分子是可微函数与凸函数之和形式而分母是可微函数与凸函数之差形式,且约束函数是可微的。
4) Non-smooth
非光滑
1.
Wear Behavior of Die Steel with Non-smooth Surface in Different Shape and Distance;
不同形态和间隔非光滑表面模具钢的磨损性能
2.
Research of orthogonal design on wear resistance test of non-smooth surfaces with laser treated pits;
激光处理凹坑非光滑表面耐磨试验的正交设计研究
3.
Experiment on Reduction of Soil Adhesion Force and Sliding Resistance of Earthworm Non-smooth Surface;
蚯蚓非光滑体表减粘降阻试验
5) unsmooth
非光滑
1.
The unsmoothed characteristics of living beings in soil are applied to the bionic design on wear resistant composite.
把土壤动物体表的非光滑特征应用于耐磨复合层的仿生设计中 ,制备出仿生非光滑复合层。
2.
The wettability and the mechanism reducing soil adhesion of soil animals unsmooth cuticles were analyzed in theory.
据此研制的触土部件仿生复合涂层,在磨料磨损条件下能有效地形成类似于土壤动物体表的非光滑形态,使其表面润湿性明显降低,具有减粘降阻的功能。
3.
Their cuticle universally exists unsmooth morphology, which can reduce resistance and enhanced wear resistance.
仿生工作者发现诸如蚯蚓、穿山甲等土壤动物长期穿梭于土壤、沙粒之间而不伤毫发,研究表明它们体表普遍存在非光滑形态,这种非光滑形态具有减阻、增强耐磨性的作用,这为研究材料耐磨性提供了新思路。
6) nonsmooth
非光滑
1.
Duality for a class of nonsmooth multiple-objective semi-Infinte programming;
一类非光滑多目标半无限规划的对偶性
2.
The influence of bionics nonsmooth surface configuration on friction and wear law was investigated,and the lubrication and wear experiments of nine kinds of bionics nonsmooth model plates were performed on the JF150D-Ⅱ friction testing machine.
研究了非光滑表面形态对摩擦磨损的影响规律。
3.
This paper studies some of methods of calculating nonsmooth optimization problems and expends two results of E Sach arithmetic.
研究了 E Sach算法的局限性 ,基于非光滑分析梯度推广了非光滑条件下最优化问题 E Sach算法 ,给出了收敛速率并证明了有关结
补充资料:非想非非想处天
1.佛教语。即三界中无色界第四天。此天没有欲望与物质﹐仅有微妙的思想。
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