本文刻画了布尔代数上强保持交换矩阵对的线性算子。
In this paper, the linear operators that strongly preserve commuting pairs of matrices over are characterized.
同时也刻画了布尔代数上强保持交换矩阵对的线性算子。
And also we characterize the linear operators that strongly preserve commuting pairs of matrices over Boolean algebras.
针对公交线路中存在往返路线不一致、内外线路等情况，对用改进的邻接矩阵方法实现这一类型的公交换乘进行了研究。
There are go-return route and out-in routes in bus route, use the method of better adjacency matrix to implement this kind of bus change.
通过利用有限域上的遍历矩阵对当事双方各自所选择的基进行隐藏，实现了交换操作。
The bases selected by both parties are hidden by making use of ergodic matrix over finite field.
通过对多种现有算法的分析，利用公交换乘矩阵性质，本文提出了一种求解公交网络最优路径的标准算法。
Secondly, based on the shortest path algorithm, a public traffic network-transit matrix and a non-transfer matrix are introduced to design the public traffic transfer algorithm.
文章分析了交换技术原理，并基于该原理构建交换混合矩阵的数学模型，并对系统设计实现方案进行了详细的论述。
The mathematical model of this matrix is built by analyzing the switch theory. A detailed explanation for the design and realization of the system is also presented.
文章分析了交换技术原理，并基于该原理构建交换混合矩阵的数学模型，并对系统设计实现方案进行了详细的论述。
The mathematical model of this matrix is built by analyzing the switch theory. A detailed explanation for the design and realization of the system is also presented.
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