1) MRMQ
多区域多质量编码
2) multi media regions
多媒质区域
1.
The time domain characteristic based (TDCB) method is applied in simulation of electromagnetic wave propagation in multi media regions, which is better than finite difference time domain method in dealing with the interfaces between different media and absorbing boundary conditions.
将时域特征波法用于模拟多媒质区域的电磁波传播。
3) region coding
区域编码
1.
The method of quadtree partition is employed to carry out adaptive separation of the image and then region coding is adopted on the partitioned defined segments.
首先采用四叉树分块方法 ,对图象进行自适应分隔 ,进而在分割的定义块上采用区域编码 ;为减小压缩损失 ,再辅以自适应多阈值的阈值编码。
4) region code
区域编码
1.
Once the data is updated, the region code should be adjusted to keep the indexing and query processing techniques working.
最常用的编码方法是区域编码方法(region based numbering scheme)。
5) multilevel coding
多级编码
1.
Solutions for multilevel coding system with low complexity and short time delay;
低复杂度、短时延的多级编码系统的实现
2.
A concatenation scheme MLC-STBC combining multilevel coding and space-time coding for orthogonal frequency division multiplexing (OFDM) systems was proposed and the concatenation scheme was applied over COST207 frequency selective channels.
提出了一种应用于正交频分复用系统(OFDM)中的多级编码和空时分组编码级联方案(MLC-STBC),并将这种级联方案应用于COST207频率选择性信道中。
3.
Directed by this theory,the performance of three levels multilevel coding with multistage decoding (MLC/MSD) scheme in AWGN and Rayleigh fading channels is simulated.
本文提出了在移动衰落信道中设计多级编码 (MLC)方案的一种非欧度量 :“信道容量规则” +“映射规则” 。
6) multi-value coding
多值编码
1.
Comparing with two value coding genetic algorithm,the problem of allele lack may have a greater influence upon the performance of global searching of multi-value coding genetic algorithm.
与二值编码遗传算法相比,基因缺失问题对多值编码遗传算法的全局搜索性能影响比较大。
2.
Comparing with two value coding, multi-value coding genetic algorithms represents different evolutionary performance.
从码值取值上,遗传算法可分为二值编码遗传算法和多值编码遗传算法。
补充资料：多叶区域
多叶区域
multi - sheeted region
多叶区域【md”一功代枉月代g佣;Mooro脚e扭舰06月a-cT‘〕 考虑作为复平面C上的覆盖曲面的Ri.招赶.曲面(Rie联Inns1Jlface)R的这样的区域S:在它的投影DCC的每个点的上面，至少有S的两个点;R的一个k一1阶分支点(bn田ch point)在这里看作k个不同的点·例如，解析函数w=护是单位圆D二{:‘C:曰<1}到这个函数的RieIT叼口n曲面R的二叶区域(二叶圆盘)S二〔w“R:}叫
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