|
SOLUTIONS
|
-
函数
- AdjacencyGraph
- ButterflyGraph
- ChemicalData
- CirculantGraph
- CompleteGraph
- CompleteKaryTree
- CountryData
- CycleGraph
- DeBruijnGraph
- DirectedEdge
- EdgeAdd
- ExampleData
- Graph
- GraphData
- GraphPropertyDistribution
- GraphUnion
- GridGraph
- HararyGraph
- HypercubeGraph
- Import
- IncidenceGraph
- IsotopeData
- KaryTree
- KirchhoffGraph
- KnightTourGraph
- NeighborhoodGraph
- PathGraph
- PetersenGraph
- PolyhedronData
- RandomGraph
- SocialMediaData
- StarGraph
- Subgraph
- TreeGraph
- TuranGraph
- UndirectedEdge
- UniformGraphDistribution
- VertexAdd
- WeightedAdjacencyGraph
- WheelGraph
- WordData
- 相关指南
图的构建
在 Mathematica 中,可以任何形式构建图. 可以直接以符号形式从顶点和边中构建,也可以从内置精选的理论或经验图的集合中构建. 可以从参数指标中产生特殊图,遵循各种图分布的随机图可以构建仿真的因特网或引用图以及验证算法. 图可以完全由矩阵的多个类型指定,或可以从许多支持的文件格式中导入. 还可以对图执行多步操作来构建图.
精选实例精选实例 |
-
Apply Options of One Graph to Another
-
Build Semantic Networks
-
Color Cycle Decompositions
-
Convert to Matrix Representations of Graphs
-
Create Molecular Graphs
-
Custom Vertex and Edge Labeling
-
Find an Isomorphism that Maps Two Graphs
-
Highlight Graph Elements on BFS and DFS Trees
-
Pack Disconnected Components
-
Perform a Breadth-First Scan of a Graph
-
Perform a Depth-First Scan of a Graph
参考资料参考资料
Graph — 从顶点与边中构建图
UndirectedEdge (
) ▪ DirectedEdge (
)
精选图
GraphData — 理论图集合
ExampleData — 经验图集合
SocialMediaData — 来自社交网站的图数据(Facebook, Twitter, ...)
PolyhedronData ▪ ChemicalData ▪ WordData ▪ CountryData ▪ IsotopeData
参数图
CompleteGraph — 产生一个完全或完全
分图
ButterflyGraph ▪ CirculantGraph ▪ CompleteKaryTree ▪ CycleGraph ▪ DeBruijnGraph ▪ GridGraph ▪ HararyGraph ▪ HypercubeGraph ▪ KaryTree ▪ KnightTourGraph ▪ PathGraph ▪ PetersenGraph ▪ StarGraph ▪ TreeGraph ▪ TuranGraph ▪ WheelGraph
随机图 »
RandomGraph — 生成服从图分布的随机图
GraphPropertyDistribution ▪ UniformGraphDistribution ▪ ...
矩阵图 »
AdjacencyGraph — 从一邻接矩阵中构建一个图
IncidenceGraph ▪ KirchhoffGraph ▪ WeightedAdjacencyGraph ▪ ...
导入图 »
Import — 导入不同图文件格式的图
"GraphML" ▪ "GXL" ▪ "Graphlet" ▪ "Pajek" ▪ "TGF" ▪ "DOT" ▪ ...
图的操作和修改 »
Subgraph — 提取子图
NeighborhoodGraph ▪ GraphUnion ▪ VertexAdd ▪ EdgeAdd ▪ ...
