说明:双击或选中下面任意单词,将显示该词的音标、读音、翻译等;选中中文或多个词,将显示翻译。
您的位置:首页 -> 词典 -> 轨迹连续映射
1)  track continuous mapping
轨迹连续映射
1.
In the given metric space,by using two fixed point lemmas on nonlinear operators,based on track continuous mapping and full-track mapping,the proofs of two theorems which deal with Cauchy sequence convergence to nonlinear fixed point,was given.
在(M,d)度量空间中,通过对两个非线性不动点引理的运用,在轨迹连续映射和完全轨迹型映射下,给出Cauchy列收敛于不动点的两个定理证明,其主要结果加深了对不动点理论的深入研究。
2)  trajectory map
轨迹映射
3)  continuous path
连续轨迹
1.
Space continuous path kinematic simulation of a robot based on VRML;
基于VRML的机器人空间连续轨迹运动仿真
2.
A continuous path .
提出混合输入机构基于运动学逆解的关节空间连续轨迹规划方法,用三次样条插值函数拟合关节空间的关键轨迹点,保证输出端和伺服电机运动的连续性和非奇异性。
4)  continuous mapping
连续映射
1.
The extension and the conjunction of continuous mapping and its propertiesz on a sequential compact set;
连续映射的扩张、拼接以及连续映射在列紧集上的性质
2.
Two questions on continuous mappings;
关于弱连续映射的两个问题(英文)
3.
A Construction Method of Realizing Continuous Mapping By A Three-Layer Perceptron;
实现连续映射的三层感知器的构造方法
5)  continuous map
连续映射
1.
Non-wandering set of continuous map on Y-space
Y-空间上连续映射的非游荡集
2.
It is investigated that the relationship between the asymptotic pseudo orbit tracing property for continuous map f on a compact metric space X and that for the lift map of f on a covering space of X and show that (,) has the asymptotic pseudo orbit tracing property if and only if (X,f) has asymptotic pseudo orbit tracing property.
设X是紧致度量空间,f:X→X是连续映射。
3.
It is shown that H_0(K_0(R)){f:Max(K_0(R))→Z|f is a continuous map},where Max(K_0(R)) is the maximal sprum of R.
设R为交换环,证明了有群同构H0(K0(R)) {f:Max(K0(R))→Z|f是连续映射},其中Max(K0(R))为K0(R)的极大谱空间。
6)  continuous mappings
连续映射
1.
in this paper,we have given a necessary and sufficient condition for the limit of netsof continuous mappings .
本文给出了连续映射网的极限保持连续性的一个充分必要条件,推广了3内的一个重要结果并且首次探讨了极限的连续点集的结构。
补充资料:半连续映射


半连续映射
semi-continuous mapping

半连续映射【胭抽.以扣伪.曰旧叮口n那堪;nO月yUe即ePu一。oe oo6p‘eH“e],粤(下)(uP衅(fo‘))半浮等映射’‘拓扑空间(top01o卿sPace)x到偏序集尸的映射f,使得 U川戈.=x蕴含 而了(x。)簇f(x)〔垫f(x,)》f(、)],这里,而(迹)表示上(下)极限. M.H.B浦1翼xoBc‘成撰【补注】在偏序集尸上,由P和所有集合U二二{y已尸:y
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