Contents

Indexes:

:default-edge-class → # | :dot-attributes → # |
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:vertex-class → # | :directed-edge-class → # |

:undirected-edge-class → # | :initial-size → # |

dot-graph-mixin | |
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graph-container | A graph container is essentially an adjacency list graph representation [?? The Bad name comes fr... |

contains-directed-edge-p | Returns true if graph contains at least one directed edge. [?? Not sure if this is really keep up-to-date.] Accessors:contains-directed-edge-p. |
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contains-undirected-edge-p | Returns true if graph contains at least one undirected edge. [?? Not sure if this is really keep up-to-date.] Accessors:contains-undirected-edge-p. |

default-edge-class | The default edge class for the graph. Initargs::default-edge-class; Reader:default-edge-class. |

default-edge-type | The default edge type for the graph. This should be one of :undirected or :directed. Initargs::default-edge-type; Reader:default-edge-type. |

directed-edge-class | The class used to create directed edges in the graph. This must extend the base-class for edges of the graph type and directed-edge-mixin. E.g., the directed-edge-class of a graph-container must extend graph-container-edge and directed-edge-mixin. Initform:(quote basic-directed-edge), Initargs::directed-edge-class; Reader:directed-edge-class. |

dot-attributes | Initargs::dot-attributes; Accessors:dot-attributes. |

edge-key | Initform:(function identity), Initargs::edge-key; Reader:edge-key. |

edge-test | Initform:(function eq), Initargs::edge-test; Reader:edge-test. |

graph-edges | Initargs::graph-edges; Reader:graph-edges. |

graph-vertexes | Initargs::graph-vertexes; Reader:graph-vertexes. |

largest-edge-id | Initform:0; Reader:largest-edge-id. |

largest-vertex-id | Initform:0; Reader:largest-vertex-id. |

test | Initform:(function equal), Initargs::test. |

undirected-edge-class | The class used to create undirected edges in the graph. This must extend the base-class for edges of the graph type. E.g., all edges of a graph-container must extend graph-container-edge Initform:(quote basic-edge), Initargs::undirected-edge-class; Reader:undirected-edge-class. |

vertex-class | The class of the vertexes in the graph. This must extend the base-class for vertexes of the graph type. E.g., all vertexes of a graph-container must extend graph-container-vertex. Initform:(quote basic-vertex), Initargs::vertex-class; Reader:vertex-class. |

vertex-key | Initform:(function identity), Initargs::vertex-key; Reader:vertex-key. |

vertex-pair->edge | Initform:(make-container (quote simple-associative-container) test (function equal)); Reader:vertex-pair->edge. |

vertex-test | Initform:(function eq), Initargs::vertex-test; Reader:vertex-test. |

add-edge | Add-edge adds an existing edge to a graph. As |
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add-edge-between-vertexes | Adds an edge between two vertexes and returns it. |

add-edges-to-graph | |

add-vertex | Adds a vertex to a graph. If called with a vertex, |

adjacentp | Return true if vertex-1 and vertex-2 are connected |

any-undirected-cycle-p | Returns true if there are any undirected cycles in |

assign-level | Sets the depth of |

breadth-first-search-graph | |

breadth-first-visitor | |

complete-links | Add edges between vertexes in the new-graph for |

connected-component-count | Returns the number of connected-components of |

connected-components | Returns a union-find-container representing the |

connected-graph-p | Returns true if graph is a connected graph and nil otherwise. |

delete-all-edges | Delete all edges from `graph'. Returns the graph.. |

delete-edge | Delete the |

delete-edge-between-vertexes | Finds an edge in the graph between the two |

delete-vertex | Remove a vertex from a graph. The 'vertex-or-value' |

depth | Returns the maximum depth of the vertexes in graph |

dfs | |

dfs-visit | |

dot-attribute-value | |

edge-count | Returns the number of edges attached to |

edges | Returns a list of the edges of |

ensure-valid-dot-attribute | |

find-connected-components | Returns a list of sub-graphs of |

find-edge | Search |

find-edge-between-vertexes | Searches |

find-edge-between-vertexes-if | Finds and returns an edge between value-or-vertex-1 |

find-edge-if | Returns the first edge in |

find-edges-if | Returns a list of edges in |

find-vertex | Search 'graph' for a vertex with element |

find-vertex-if | Returns the first vertex in |

find-vertexes-if | Returns a list of vertexes in |

force-undirected | Ensures that the graph is undirected (possibly by |

generate-directed-free-tree | Returns a version of graph which is a directed free |

graph->dot-external | |

graph->dot-properties | Unless a different graph-formatter is specified, |

graph-roots | Returns a list of the roots of graph. A root is |

in-cycle-p | Returns true if |

in-undirected-cycle-p | Return true if-and-only-if an undirected cycle in |

initialize-vertex-data | |

iterate-edges | Calls |

iterate-vertexes | Calls |

make-edge-container | Make-edge-container is called during graph creation |

make-edge-for-graph | It should not usually necessary to call this in |

make-filtered-graph | Takes a GRAPH and a TEST-FN (a single argument |

make-vertex-container | Make-vertex-container is called during graph |

make-vertex-for-graph | Creates a new vertex for graph |

map-over-all-combinations-of-k-edges | |

map-over-all-combinations-of-k-vertexes | |

minimum-spanning-tree | Returns a minimum spanning tree of graph if one exists and nil otherwise. |

project-bipartite-graph | Creates the unimodal bipartite projects of |

renumber-edges | Assign a number to each edge in a graph in some |

renumber-vertexes | Assign a number to each vertex in a graph in some |

replace-vertex | Replace vertex |

search-for-vertex | Search 'graph' for a vertex with element |

setfdot-attribute-value | |

subgraph-containing | Returns a new graph that is a subset of |

tag-all-edges | Sets the |

topological-sort | Returns a list of vertexes sorted by the depth from |

traverse-elements | WIP |

untag-all-edges | Sets the |

vertex-count | Returns the number of vertexes in |

vertexes | Returns a list of the vertexes of |