1) Two adjacent areas
二邻域
2) two neighbourhood method
二邻域法
3) second order infinitesimal neighborhood
二级无穷小邻域
1.
It is proved by two limit processes that the second order infinitesimal neighborhood outside the horizon of Rindler space time is Minkowski space time.
用2种办法证明了Kruskal时空视界外二级无穷小邻域是Minkowski时空。
4) neighborhood
[英]['neibəhud] [美]['nebɚ,hʊd]
邻域
1.
The neighborhood condition for graphs to have [a,b]-factors containing no an matching;
图有不含匹配的 [a ,b]-因子的邻域条件(英文)
2.
Support vector machine research in reservoir recognition based on neighborhood rough set;
基于邻域粗糙集与支持向量机的油层识别研究
3.
Multi-objective evolutionary algorithm based on neighborhood;
一种基于邻域的多目标进化算法
5) neighbourhood
[英]['neɪbəhʊd] [美]['nebɚ'hud]
邻域
1.
Set Approximate Neighbourhood and Properties of Knowledge Universe Topology Spaces;
集合近似邻域与知识论域拓扑空间的性质
2.
The neighbourhoods and the tabu list based on the process blocks are designed.
研究和设计了面向准时制生产作业计划的禁忌搜索详细算法，论述了该算法的基于工序块的邻域设计、禁忌表设计以及在两条变动的关键路线上所做的邻域搜索策略设计。
3.
According to this conclusion,an improved algorithm of fractal coding based on matching in range block s neighbourhood searching was presented,and the .
根据这一结论,提出了一种基于邻域的螺旋式搜索方法,并利用图像块间的信息熵差值,缩减了搜索范围。
6) neighbor
[英]['neibə] [美]['nebɚ]
邻域
1.
For A New Neighbor Condition on Up-Embeddabilitv of Graphs;
关于图的上可嵌入性的一个新的邻域条件
2.
Under general relations,a variable precision covering rough set model based on neighbor is given by means of the error parameter β(0≤β<0.
5),给出了基于对象邻域的变精度覆盖粗糙集模型中β上近似、β下近似、β边界和β负域的定义以及β近似质量和β粗糙性测度定义;详细讨论了β上、下近似算子的性质、集合的相对可辨别性、该模型与Ziarko变精度粗糙集模型和覆盖粗糙集模型的关系;最后探讨了变精度覆盖粗糙集模型中的约简问题并在所给模型的基础上举例说明了它们在信息处理中的应用。
3.
Firstly, the formula for updating particles is simplified by analyzing the cognition rule of individuals to their environment, the update of a particle location is only related to its own velocity and the optimal particle location in its neighborhood.
首先,通过分析社会个体对其环境的认知规律,简化粒子更新公式使粒子位置的更新仅与粒子自身速度及其邻域内最优粒子位置相关。
补充资料：思北邻韩二翁西邻因庵主南邻章老秀才
【诗文】：
乡闾耆宿非复前，老章病死今三年。
朝来出门为太息，不见此翁催社钱。
我比翁虽差识字，向来推择尝为吏，事功自计无一毫，尚不如翁终日醉。
【注释】：
【出处】：
乡闾耆宿非复前，老章病死今三年。
朝来出门为太息，不见此翁催社钱。
我比翁虽差识字，向来推择尝为吏，事功自计无一毫，尚不如翁终日醉。
【注释】：
【出处】：
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