1)  texture mapping
二维纹理映射
1.
It took advantage of the vertex texture to model the water surface and simulated the reflection,refraction with environment texture mapping and texture mapping.
通过当前图形硬件新提供的顶点纹理技术来对水面进行建模,并结合环境纹理映射技术和二维纹理映射技术实现了水面上的反射与折射等光照现象。
2)  two-dimensional
二维
1.
Analysis of the effect on two-dimensional transport-burnup calculation of dual-cooled waste transmutation blanket for FDS-I;
聚变驱动次临界堆输运燃耗计算二维效应分析研究
2.
Two-dimensional laser diameter detector;
JCJ-IIT二维激光测径仪
3.
Discussion of two-dimensional projective correspondence and perspective correspondence;
二维射影对应与透视对应的探讨
3)  two-dimension
二维
1.
Fabrication of ordered two-dimensional metal nanoparticle arrays;
二维金纳米微粒有序阵列的制备
2.
The Practice of Two-dimension Rights Control in the Road Transportation Management System;
二维权限设置在道路运输管理系统中的实现
3.
The study and the application of two-dimension water flow and sediment mathematical model in the river;
天然河道水沙平面二维数学模型研究
4)  2d
二维
1.
2D unstructured dynamic mesh research on store separation;
外挂物投放问题的二维非结构动态网格技术研究
5)  Two dimensional
二维
1.
High accuracy algorithm of numerical solutions of two dimensional hammerstein equations;
二维Hammerstein方程数值解的高精度算法
2.
The study on large scale two dimensional Bin Packing Problem and its tabu search algorithm;
大型二维装箱问题及其禁忌算法研究
3.
Comparing of results of two dimensional, quasi three dimensional and three dimensional models for groundwater;
地下水流二维、准三维及三维模型模拟结果比较
6)  two dimension
二维
1.
Preparation of one dimension, two dimension and three dimension Si- based nanowires;
一维,二维和三维Si基纳米线的制备
2.
The two dimension seshima and the three-dimension window;
二维的妹岛 三维的窗
3.
Theorem for approximation by two dimension Meyer - K■nig and Zeller Operators;
二维Meyer-Knig and Zeller算子的逼近定理
参考词条
补充资料:零维映射


零维映射
zero-dimensional mapping

零维映射【zem~击met‘咖险1 tr.PI,粗;。y~ep皿oe oTo-6P睬eH一e」 一个连续映射(continuous Inapp毗)f:X~Y(其中x与Y是拓扑空间),使得对任何y〔Y,厂’(y)是(在ind意义下)零维集.零维映射及与之紧密相关映射的应用,把对给定空间的研究化为对另一个更简单空间的研究.因此,许多维数性质及其他基数不变量(见基数特征(eardinale玩让aeterisric)),就从x转到Y(或更常见的从Y转到x), 例1.任何度量空间X(d如x簇n),能经过一个完全零维映射(c omPlete zero一dln℃nsional Inapp吨),映人具有可数基的空间Y(d由IY蕊n)(KaTeToB定理(Katetov theo~)).这里,完全零维指的是对任意“>o及任意y‘f(X),存在一个邻域U,C=y,它的原象f一’(U,)分裂成为X中直径<。的离散开集系. 例2.若零维映射f:X~Y(X是正规局部连通空间)是完满映射(perfectrr以PPing),则X的权与Y的权相同(见拓扑空间的权(weight of a topo」o乡calsPaee).晰注,研究臀维瞥置鑫谕,则,‘)咖芜对闭连续映射,它可以扩张到可分度量空间,但对开茬统脾射则不行;见fAll91页.
说明:补充资料仅用于学习参考,请勿用于其它任何用途。