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  graph
     Research on the Theory and Techniques of Self-organizational Intelligent Recognition of Scanned Engineering Drawings Based on Primitive Regions Adjacency Graph
     基于单义域邻接的扫描工程样自组织智能识别理论与技术研究
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     Genetic Algorithms in Graph Theory and Optimization
     遗传算法在论和优化中的应用
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     Researches on Some Problems of Graph Theory and Neural Networks
     论与神经网络的若干问题研究
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     Large Set of Graph Design
     设计的大集
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     Research on Virtual Prototyping System and Its Key Technology Based on DAG Scene Graph
     基于DAG场景的产品虚拟样机系统及其关键技术的研究
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  diagram
     Causality Diagram Theory Research and Fault Diagnosis Research Applying It to the Complexity System
     因果理论及其用于复杂系统故障诊断研究
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     The Research on Theory and Algorithm of Uncertainty Reasoning Based on Causality Diagram
     基于因果的不确定性推理理论及算法研究
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     Inference Algorithms and Application to Expert Systems Based on Dynamic Causality Diagram
     因果推理算法及专家系统应用研究
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     Study of the Boundary Theory of Phase Diagram and Its Application
     相边界理论的研究与应用
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     Risk Analysis Method and Application of Weapon System Development Project Based on Influence Diagram
     基于影响理论的武器装备研制项目风险分析方法及应用
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  graphs
     Some Results on Maximum Matchings of Graphs
     关于的最大匹配问题的若干结果
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     Book Embedding of Graphs
     的书式嵌入
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     Study on Network Reliability: Graphs with Higher Order Connectedness
     网络可靠性研究:的高阶连通性
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     Researches of Interconnection Networks Based on Cayley Graphs
     基于Cayley的互连网络的研究
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     Some Problems of Random Walks on Graphs
     上随机游动的若干问题
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  map
     Cognitive Map Theory and Its Applications in Image Analysis and Understanding
     认知理论及其在像分析与理解中的应用
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     Identification of Molecular Markers Linked to the Non-acid/acid Fruit Traits and Construction of Linkage Map of Peach [Prunus Persica (L.) Batsch]
     桃[Prunus Persica (L.) Batsch]果实非酸/酸性状分子标记的筛选及遗传连锁的构建
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     Study on Construction of Moleculer Marker Map and Location of Cocoon Traits QTL in Silkworm
     家蚕分子标记连锁构建及茧质性状的QTL定位研究
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     Study on Orthophoto-forest Map Making and Forest Measurement Based on Aeroscape
     基于航片的正射影像林相制作及森林测量研究
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     Construction of the SSR Linkage Map of Silkworm, Bombyx Mori and Genes Mapping
     家蚕SSR分子遗传的构建及基因定位的研究
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  graph
The partitions are obtained from subgroups of G × G associated to triples (A1, A2, a), where A1 and A2 are subgraphs of the Dynkin graph Γ of G and a : A1 → A2 is an isomorphism.
      
Let S ? ?n+1 be the graph of the function ? :[-1, 1]n → ? defined by ? (x1, …, xn) = ∑j=1n|xj|αj, with1>amp;lt;α1 ≤ … ≤ αn, let σ the Euclidean area measure on S.
      
We analyze the boundary behavior of harmonic functions in a domain whose boundary is locally given by a graph of a H?lder continuous function.
      
Let Δ denote the symmetric Laplacian on the Sierpinski gasket SG defined by Kigami [11] as a renormalized limit of graph Laplacians on the sequence of pregaskets Gm whose limit is SG.
      
We use the decomposition of a group into double cosets and a graph theoretic indexing scheme to derive algorithms that generalize the Cooley-Tukey FFT to arbitrary finite group.
      
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  diagram
As in the case of affine Weyl groups, they can be obtained by adding a further node to the diagram for the linear part.
      
Consider a non-connected algebraic group G = G ? Γ with semisimple identity component G and a subgroup of its diagram automorphisms Γ.
      
The architecture of the flexible coding system oriented multi-view is studied and the implementation class diagram of the system is designed.
      
We first briefly introduce the electronic phase diagram and pseudogap state of high-Tc superconductors, and then review the results of Nernst effect for different high-Tc superconductors.
      
The phase diagram in distinguishing the synchronous and the asynchronous states is given.
      
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  graphs
The presentations are given in the form of graphs resembling Dynkin diagrams and very similar to the presentations for finite complex reflection groups given in [2].
      
Parameterizing Hecke Algebra Modules: Bernstein-Zelevinsky Multisegments, Kleshchev Multipartitions, and Crystal Graphs
      
The arclengths of the graphs Γ(sN(f)) of the partial sums sN(f) of the Fourier series of a piecewise smooth function f with a jump discontinuity grow at the rate O(logN).
      
Our approach relies on an extension of the classical Calderón-Zygmund theory of singular integral operators which allow one to consider Cauchy type operators with variable kernels on Lipschitz graphs.
      
Spectral Computations on Lamplighter Groups and Diestel-Leader Graphs
      
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  map
We define a map from an affine Weyl group to the set of conjugacy classes of an ordinary Weyl group.
      
We show that they are induced by automorphisms ofG and that a surjective holomorphic self-map can be nonbijective only in the directions of the nilradical ofG.
      
We modify the Hochschild φ-map to construct central extensions of a restricted Lie algebra.
      
Iff1,f2 generate this ring, the quotient map of φ is the mapF:?3→?2,x?(f1(x), f2(x)).
      
An order-reversing duality map for conjugacy classes in Lusztig's canonical quotient
      
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