图的路径层矩阵与图的同构问题密切相关。
The path layer matrix is closely related to graph isomorphism.
频繁子图挖掘主要涉及到子图搜索和子图同构问题。
Frequent subgraph mining includes subgraph search and isomorphism problems.
提出了一种新的同构判定算法：电路模拟法，即将图的同构问题转化为电路的相同问题。
A novel method, the circuit simulation algorithm, is proposed here, which transfers the graph isomorphism problem into the identical circuits problem.
对于极小不可满足公式的子类MAX和MARG，我们证明了：其变元改名和文字改名的复杂性等价于图同构问题GI。
For the subclasses MAX and MARG of minimal unsatisfiable formulas, we show that the variable and literal renaming problems are equivalent to the graph isomorphism problem GI.
最后，文章从博弈主体、博弈收益、博弈环境等方面出发提出解决地区产业结构同构化问题的措施构想。
At last, the paper raises some measure advices to solve the problem of industrial structure convergence from the view of game body, game payoff and game circumstance.
有一些类型的数学对象的问题，这是一个同构起完整的问题。
There are a number of classes of mathematical objects for which the problem of isomorphism is a GI-complete problem.
从钢铁生产热轧流程中提炼出了在同构并行机上的批在线调度问题，它是流程工业中MES的重要环节。
The batch on-line scheduling problem is presented from the production of iron and steel plant, which is a main part of MES in process industry.
履行不能是大陆法系债法上的重要概念，与迟延履行、不完全履行共同构成债务不履行的三大形态，是契约法上的核心问题之一。
Impossibility of performance, an important concept in the law of obligation in the Continent law System, is one of core questions in contract law.
交换环上矩阵代数的可解子代数和幂零子代数的自同构分解问题是一类重要的具有理论意义的研究课题。
It is theoretically important to solve the problems of decomposition of automorphisms of solvable subalgebra and nilpotent subalgebra of matrix algebra over commutative rings.
导出了无向无标号超图和标号超目的计数级数，解决了无向超图的同构和计数问题。
Then the counting series are derived for undirected unlabeled and labeled hypergraphs, thus the isomorphism and counting problems of undirected hypergraphs are solved.
为了解决动态故障树研究领域的马尔可夫链状态空间爆炸问题，给出了一个基于同构节点的动态故障树分析方法。
In order to solve the problem of state space explosion of Markov chains in the research field of dynamic fault tree, a new method based on isomorphic node is presented.
同构识别是机构类型综合中一个重要而又困难的问题，同时，也是图论中非常难解决的问题之一。
Isomorphism identification is an important and difficult problem in mechanism type synthesis, it is also one of the most difficult problems in graph theory.
平面机构运动链的分类与同构识别是机构结构分析与类型综合中的重要问题。
The classification and isomorphism identification of planar mechanism kinematic chains are important problems in the structural analysis and type synthesis of planar mechanism.
在教学中，经常遇到如何构造两个有限维线性空间的同构映射的问题。
We always meet problems that how to construct the isomorphic mapping of two finite dimension linear Spaces in teaching.
最后，笔者论述了不同构造应力体制下盆地的改造作用，讨论了鄂尔多斯盆地研究中的一些基础地质构造问题。
Finally, the paper discusses the basin modification in different tectonic stress regimes and some basic tectonic problems in the study of the Ordos basin.
本文所研究的具有相同路径层矩阵不同构的图的问题是在药品分析的实际应用领域中提出来的。
The subject of graphs having the same path layer matrix, which we are researching, arises from the drug design.
即：由基础、保障、关键及核心共同构成的“四位一体”的农民工留守子女教育问题化解模式。
Namely, the "Four-in-one" model of resolving the issue consists of the base, security, the key and the core.
前者是针对结果的问题，后者是针对过程的问题，两者共同构成完整的银行资本充足率管理框架。
The former is for the results of the problem, for the latter process, the two together constitute the integrity of the bank's capital adequacy ratio management framework.
无线传感器网络的覆盖问题研究大多是针对同构的网络，而对于异构网络关注甚少，到目前为止仍缺少高效的解决办法。
Most research on coverage issue of WSN aims at isomorphic nodes, however, which gives little attention on heterogeneous nodes. There haven't been effective solutions up to now.
图同构的判定性问题是图论理论中的一个难题，至今没有得到彻底解决。
How to determine the isomorphism of graphs is a difficult problem of graph theory, which has not been completely solved so far.
本文讨论了两个可分图的张量乘积图的同构因子分解问题。
In this paper, we discuss isomorphic factorization for tensor product of two divisible graphs and prove the conditions for the tensor product graphs to be factorized isomorphically.
本文讨论了两个可分图的张量乘积图的同构因子分解问题。
In this paper, we discuss isomorphic factorization for tensor product of two divisible graphs and prove the conditions for the tensor product graphs to be factorized isomorphically.
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