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reformat method comments to 80 columns
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38
graph.go
38
graph.go
@@ -23,9 +23,10 @@ type Graph interface {
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// Degree is equivalent to len(Successors(node)) + len(Predecessors(node)).
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// This means that reflexive edges are counted twice.
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Degree(node Node) int
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// NodeList returns a list of all nodes in no particular order, useful for determining
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// things like if a graph is fully connected. The caller is free to modify this list.
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// Implementations should construct a new list and not return internal representation.
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// NodeList returns a list of all nodes in no particular order, useful for
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// determining things like if a graph is fully connected. The caller is
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// free to modify this list. Implementations should construct a new list
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// and not return internal representation.
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NodeList() []Node
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// Neighbors returns all nodes connected by any edge to this node.
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Neighbors(node Node) []Node
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@@ -42,14 +43,15 @@ type DirectedGraph interface {
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// Successors gives the nodes connected by OUTBOUND edges.
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// If the graph is an undirected graph, this set is equal to Predecessors.
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Successors(node Node) []Node
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// IsSuccessor returns true if successor shows up in the list returned by Successors(node).
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// If node doesn't exist, this should always return false.
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// IsSuccessor returns true if successor shows up in the list returned by
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// Successors(node). If node doesn't exist, this should always return false.
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IsSuccessor(node, successor Node) bool
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// Predecessors gives the nodes connected by INBOUND edges.
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// If the graph is an undirected graph, this set is equal to Successors.
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Predecessors(node Node) []Node
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// IsPredecessor returns true if predecessor shows up in the list returned by Predecessors(node).
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// If node doesn't exist, this should always return false.
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// IsPredecessor returns true if predecessor shows up in the list returned
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// by Predecessors(node). If node doesn't exist, this should always return
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// false.
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IsPredecessor(node, predecessor Node) bool
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}
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@@ -114,21 +116,25 @@ type HeuristicCoster interface {
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// Mutable graphs should always record the IDs as they are represented -- which means they are sparse by nature.
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type MutableGraph interface {
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CostGraph
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// NewNode adds a node with an arbitrary ID and returns the new, unique ID used.
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// NewNode adds a node with an arbitrary ID and returns the new, unique ID
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// used.
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NewNode(successors []Node) Node
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// The graph itself is responsible for adding reciprocal edges if it's undirected.
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// Likewise, the graph itself must add any non-existant nodes listed in successors.
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// The graph itself is responsible for adding reciprocal edges if it's
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// undirected. Likewise, the graph itself must add any non-existant nodes
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// listed in successors.
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AddNode(node Node, successors []Node)
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// For a digraph, adds node1->node2; the graph is free to initialize this to any
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// value it wishes. Node1 must exist, or it will result in undefined behavior.
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// Node2 must be created by the function if absent.
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// For a digraph, adds node1->node2; the graph is free to initialize this
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// to any value it wishes. Node1 must exist, or it will result in undefined
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// behavior. Node2 must be created by the function if absent.
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AddEdge(e Edge)
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// The behavior is undefined if the edge has not been created with AddEdge (or the edge was
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// removed before this function was called). For a directed graph only sets node1->node2.
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// The behavior is undefined if the edge has not been created with AddEdge
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// (or the edge was removed before this function was called). For a
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// directed graph only sets node1->node2.
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SetEdgeCost(e Edge, cost float64)
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// The graph is reponsible for removing edges to a node that is removed.
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RemoveNode(node Node)
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// The graph is responsible for removing reciprocal edges if it's undirected.
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// The graph is responsible for removing reciprocal edges if it's
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// undirected.
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RemoveEdge(e Edge)
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// EmptyGraph clears the graph of all nodes and edges.
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EmptyGraph()
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