提升就是合并我们存在于15维度时间矩阵各维度的各个意识能量。
Ascension is the process of merging the many parts of our conscious energy that are in the different levels of the 15-dimensional time matrix.
我们的意识在每个层次相关部分，就是存在于这个15维度时间矩阵的全我的部分。
Each level of our consciousness that exists on levels of the 15-dimensional time matrix is PART of us.
研究了一类更加贴近于现实生活的模糊环境中的指派问题，即利润矩阵和时间矩阵中的元素均为模糊变量的指派问题。
We investigate a more practical assignment problem under fuzzy environment, that is, the elements of profit matrix and time matrix in the assignment problem are fuzzy variables.
在许多时间矩阵里，包括我们自己存在于其中的这个，经过了这个进入个别意识现实展现的“层降”过程后，源头片段已失去了这意识本身的信息。
In many time matrices, including ours, Source has lost this consciousness of itself as Source during this process of "stepping - down" into the manifest reality of individuation.
该矩阵将帮助您定义某个特定角色完成其任务所需的时间。
This matrix helps you define how much time is required for a specific role to complete its tasks.
根据这两个主要因素，您可以制作出一个时间-角色矩阵。
Based on these two primary factors, you can develop a time-to-role matrix.
这花了我很长时间不仅明白而且真正理解这句话。[就像第一次看到一个矩阵。你从前在很多地方都听说过这个知识，可是你还是需要一定的条件才能最终开始操作。]
It took me too long to not only figure this out, but to actually "get it". it's similar to seeing the matrix for the first time.
开始时，Adams博士和他的同事们用了三天多时间编写计算机程序以生成需要的矩阵。
Dr Adams and his colleagues began by writinga computer program that would generate such matrices, a task that took themmore than three years.
增长份额矩阵掀起了企业管理和咨询业中应用矩阵的热潮，一时间没有哪个自重的报告或理论中少得了矩阵。
The growth share matrix started a fashion for matrices among management consultants. For a while no self-respecting report or theory was complete without one.
为了解决数值振荡问题，采用了局部网格细化、动态时间步长和集中热容矩阵等方法。
The methods of local mesh refined, dynamic time step and lumped heat capacity matrix were introduced to resolve the numerical oscillation problem.
的确，线性时间只存在于低维度场的二元性中，而漩涡入口矩阵是超越这个层面的，是更高维度和格栅的复杂融合。
Truly, because linear time only exists in the duality of lower dimensional fields, and such vortex-portal matrixes exist above that level, by a complex merging of hyper dimension and grid.
该算法具有常数的雅克比矩阵，大大减少了动态状态估计的计算时间，同时保证了动态状态估计的计算精度。
Since the proposed algorithm has a constant Jacobian matrix, the calculating time can be significantly reduced, while the calculating precision can also be guaranteed.
由于复功率追踪引入了与线路数目相等的新节点，对潮流跟踪矩阵进行求逆时将耗费大量的时间。
As complex power method introduces large number new nodes, the invert of tracing matrixes will consume a long time.
通过模拟结果与解析解的比较可以看出，在时间步长选择合适的情况下，集中热容矩阵能够很好地解决数值振荡问题；
The results show that the simulation results fit the theoretic results(by separate variable method)very well when the heat capacity matrix is lumped with appropriate time step.
传统的利用区分矩阵进行属性约简算法，其时间复杂度和空间复杂度很大。
The time complexity and space complexity of the traditional attribute reduction algorithm using discernible matrix are quite big.
针对这一问题，比较了几种常见的反馈环计算方法，得出在时间复杂度上矩阵算法优于行列式算法。
Compared with some normal methods of searching feedback loops, the author obtained that the matrix algorithm was superior to the determinant algorithm in terms of time complexity.
为了解决最小化旅行时间的多旅行商一类问题，提出了一种递阶遗传算法和矩阵解码方法。
To solve a kind of multiple traveling salesman problem(MTSP)for minimizing the completion time, a hierarchical genetic algorithm(HGA)and decoding method with matrix are proposed.
描述实际散射体散射特性的散射矩阵一般是时间的函数。
The scattering matrix, which describes the scattering property of practical scatters, is generally a function of time.
讨论了复数矩阵的数据结构和共轭转置运算的算法实现，并给出该算法的时间复杂度。
The paper deals with the data structure of plural matrix and the achievement of method about associate operation, and gives its complex degree of time.
深入探讨多体系统离散时间传递矩阵法对平面、间刚体光滑铰多体系统运动响应的研究。
The movement of multi-rigid-body system interconnected by smooth hinge moving in space and plane are deeply studied with the discrete time transfer matrix method of multibody system.
较详细地描述了用于暂态稳定性计算的时间空间并行松弛牛顿方法以及用于收缩导纳矩阵计算的空间并行松弛牛顿方法。
A new parallel in time and in space relaxed Newton method and a new parallel in space relaxed Newton method for admittance matrix reduction are described in detail.
图114中的块矩阵可以将单路输入连接到任意单路输出，因此在任意时间只能有一个信号路径是活动的。
The blocking matrix of Figure 1-14 allows the connection of a single input to any single output. Therefore, only one signal path is active at any given time.
OD矩阵则反映了特定的时段内随时间变化的交通需求模式。
The OD matrix then has reflected in the specific time interval along with the time variation transportation demand pattern.
该算法比已有的块三对角矩阵求逆算法的计算复杂度和计算时间低。
The computing complexity and computing time of this algorithm is lower than that of existed algorithms.
提出基于光交换互连系统(otis)网络结构的矩阵乘并行算法，分析它的时间复杂性。
A parallel algorithm for matrix multiplication based on optical transpose interconnection system (OTIS) network is proposed, and the time complexity is analyzed.
推算可预知分辨矩阵法处理数据所消耗的时间，对数据挖掘实验的可行性进行预测。
The data processing time-consumed by discernibility of matrix is predicted, and the feasibility of data mining experiment is forecasted.
此法区别于采用关联矩阵的一般方法，对于规模较大的电路，具有明显的减少输入数据、缩小内存、节省计算时间的优点。
It has shown that the proposed method has the advantages of reducing input and input and storage and of saving computational time espacially for a larger circuit.
基于转换测量误差协方差矩阵的特征值分解，给出了转换位置测量的时间渐近特性。
Based on the eigenvalue decomposition of the converted measurement error covariance matrix, asymptotic behavior was given about the converted position measurement error.
基于转换测量误差协方差矩阵的特征值分解，给出了转换位置测量的时间渐近特性。
Based on the eigenvalue decomposition of the converted measurement error covariance matrix, asymptotic behavior was given about the converted position measurement error.
应用推荐