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您的位置:首页 -> 句库 -> 位置映射
1.
Study on digital intestine visualization and position mapping based on VTK
基于VTK的数字肠道可视化和位置映射研究
2.
An element is already mapped at this location. Elements cannot overlap.
某个元素已经映射到此位置。元素不能重叠。
3.
VDN2P - serves as the reverse mapping mechanism for the visitor location (VLR) database.
VDN2P -- 作为访问者位置 (VLR) 数据库的反向映射机制。
4.
DN2E - translates the MDN to an extended system ID for stand-alone home location register (SHLR) mapping.
DN2E--将MDN转换为独立归属位置寄存器(SHLR)映射的一个扩展的系统ID。
5.
Newton iterative method based on Hénon chaos mapping for seeking the positional forward solution of parallel mechanism
并联机构位置正解的基于Hénon混沌映射的Newton迭代法
6.
Choose Use existing map to see the ready-made maps available to you.
选择“使用现有映射”可以查看您可用的预置映射。
7.
A class of model shift describing chaotic maps on n-dimension Cantor set;
一类描述方体Cantor集上的混沌映射的拟移位映射
8.
local X-ray apparatus
定位X射线照射装置
9.
Disable BIOS memory options such as caching or shadowing.
禁用bios中内存设置,诸如缓存和映射。
10.
Keyboard mappings will reset to their default values. Continue?
键盘映射将重置为默认值。是否继续?
11.
Image scrambling with wavelet transform and chaos map
用小波变换和混沌映射实现图像置乱
12.
You have mirrored your system volume. Because the new member of the volume does not have the same start position, you cannot boot from the mirror disk.
您已映射您的系统卷。因为卷的新成员没有同样的启动位置,您无法从镜像卷启动。
13.
Cannot retrieve file mapping size while initializing configuration settings.
初始化配置设置时无法检索文件映射大小。
14.
On Julia points of K-quasimeromorphic mappings in the unit circle;
单位圆内K-拟亚纯映射的Julia点
15.
On Borel points of quasimeromorphic mappings in the unit circle;
关于单位圆内拟亚纯映射的Borel点
16.
The Exisience Theorem of Borel Point of Quasimeromorphic Mapping in Unit Disk;
单位圆内拟亚纯映射Borel点的存在性
17.
Based on Multi-table Mapping User IP-targeted Research
基于多表映射实现用户IP定位的研究
18.
THE T RADII OF ZERO ORDER K-QUASIMEROMORPHIC MAPPINGS IN THE UNITE DISK
单位圆内零级K-拟亚纯映射的T半径