new Graph()
Create an empty graph object. Defaults to unlabeled, undirected, and
unweighted graph.
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Members
adjMatrix
Graph adjacency matrix, to be created on demand via Graph#makeAdjMatrix
method. Should be reset or recreated after changes to vertices and edges.
- Default Value:
- [ ]
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bfs_order
Array of vertex id in BFS order. Stores output of last BFS and should be
reset or recreated after changes to vertex and edge sets.
- Default Value:
- [ ]
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connectedComp
Number of connected components (0: no info), is set after a DFS/BFS
- Default Value:
- 0
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dfs_push
Array of vertex id in DFS order. Stores output of last DFS and should be
reset or recreated after changes to vertex and edge sets.
- Default Value:
- [ ]
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digraph :boolean
True if graph is directed (digraph), false otherwise
Type ▸
boolean
- Default Value:
- false
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label
An identification text string to label graph
- Default Value:
- empty string
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ne
Number of edges, initially 0
- Default Value:
- 0
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nv
Number of vertices, initially 0
- Default Value:
- 0
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verts :Array.<Vertex>
Vertex list
Type ▸
Array.<Vertex>
- Default Value:
- [ ]
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weighted :boolean
True if graph is weighted, false otherwise
Type ▸
boolean
- Default Value:
- false
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Methods
addEdge()
Insert an edge
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bfs()
Visit connected vertices breadth-first starting at some vertex
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componentInfo()
Get printable connectivity info strings, details depend on implementation.
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dfs()
Visit connected vertices depth-first starting at some vertex
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isConnected()
Test if graph is connected returning true, otherwise false
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listVerts()
List graph vertices using info strings returned by Vertex methods
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makeAdjMatrix()
Create adjacency (or weight, if graph weighted) matrix
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makeGraph()
Create a random graph, details depend on implementation
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- To Do:
-
- Not part of Project 1. To be implemented in the Final Project.
printGraph()
Print graph information. See implementing function for details.
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readGraph()
Graph reader, defaults to internal format, details depend on implementation
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topoSearch()
Perform a search-like topological traversal of graph vertices. This method
iterates on connected components, calling a specified traversal method
(e.g., dfs) on each component, see implementing function for details.
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