/// <summary>
/// Builds the reverse index for a directed graph.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <returns></returns>
public static IDictionary <uint, List <uint> > BuildReverse <TEdgeData>(this GraphBase <TEdgeData> graph)
where TEdgeData : struct, IGraphEdgeData
{
if (!graph.IsDirected)
{
throw new ArgumentException("Building a reverse index for a non-directed graph is not supported.");
}
var reverse = new Dictionary <uint, List <uint> >();
for (uint vertex = 1; vertex <= graph.VertexCount; vertex++)
{
foreach (var edge in graph.GetEdges(vertex))
{
var to = edge.Neighbour;
List <uint> neighbours;
if (!reverse.TryGetValue(to, out neighbours))
{ // create an entry here.
neighbours = new List <uint>();
}
neighbours.Add(vertex);
reverse[to] = neighbours; // explicitly set again because this may be another kind of dictionary soon.
}
}
return(reverse);
}
/// <summary>
/// Partions the vertices based on the pivot value.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="graph">The graph to sort.</param>
/// <param name="n">The hilbert accuracy.</param>
/// <param name="left">The first vertex to consider.</param>
/// <param name="right">The last vertex to consider.</param>
/// <return>The new left.</return>
private static uint SortHilbertPartition <TEdgeData>(GraphBase <TEdgeData> graph, int n, uint left, uint right)
where TEdgeData : struct, IGraphEdgeData
{ // get the pivot value.
uint start = left;
ulong pivotValue = graph.HilbertDistance(n, left);
left++;
while (true)
{
ulong leftValue = graph.HilbertDistance(n, left);
while (left <= right && leftValue <= pivotValue)
{ // move the left to the first value bigger than pivot.
left++;
leftValue = graph.HilbertDistance(n, left);
}
ulong rightValue = graph.HilbertDistance(n, right);
while (left <= right && rightValue > pivotValue)
{ // move the right to the first value smaller than pivot.
right--;
rightValue = graph.HilbertDistance(n, right);
}
if (left > right)
{ // we are done searching, left is to the right of right.
// make sure the pivot value is where it is supposed to be.
graph.Switch(start, left - 1);
return(left);
}
// swith left<->right.
graph.Switch(left, right);
}
}
/// <summary>
/// Sorts the vertices in the given graph based on a hilbert curve.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static void BuildHilbertRank <TEdgeData>(this GraphBase <TEdgeData> graph, int n,
HugeArrayBase <uint> ranks)
where TEdgeData : struct, IGraphEdgeData
{
if (graph == null)
{
throw new ArgumentNullException("graph");
}
if (graph.VertexCount != ranks.Length - 1)
{
throw new ArgumentException("Graph and ranks array must have equal sizes.");
}
for (uint i = 0; i <= graph.VertexCount; i++)
{ // fill with default data.
ranks[i] = i;
}
if (graph.VertexCount == 1)
{ // just return the rank for the one vertex.
ranks[0] = 0;
ranks[1] = 1;
}
// sort the complete graph and keep the transformations.
QuickSort.Sort((i) => graph.HilbertDistance(n, ranks[i]), (i, j) =>
{
var temp = ranks[i];
ranks[i] = ranks[j];
ranks[j] = temp;
}, 1, graph.VertexCount);
}
/// <summary>
/// Sorts the vertices in the given graph based on a hilbert curve using the default step count.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static HugeArrayBase <uint> BuildHilbertRank <TEdgeData>(this GraphBase <TEdgeData> graph)
where TEdgeData : struct, IGraphEdgeData
{
var ranks = new HugeArray <uint>(graph.VertexCount + 1);
graph.BuildHilbertRank(GraphExtensions.DefaultHilbertSteps, ranks);
return(ranks);
}
/// <summary>
/// Sorts the vertices in the given graph based on a hilbert curve using the default step count.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static HugeArrayBase <uint> BuildHilbertRank <TEdgeData>(this GraphBase <TEdgeData> graph, int n)
where TEdgeData : struct, IGraphEdgeData
{
var ranks = new HugeArray <uint>(graph.VertexCount + 1);
graph.BuildHilbertRank(n, ranks);
return(ranks);
}
/// <summary>
/// Returns the hibert distance for n and the given vertex.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="graph"></param>
/// <param name="n"></param>
/// <param name="vertex"></param>
/// <returns></returns>
public static ulong HilbertDistance <TEdgeData>(this GraphBase <TEdgeData> graph, int n, uint vertex)
where TEdgeData : struct, IGraphEdgeData
{
float latitude, longitude;
graph.GetVertex(vertex, out latitude, out longitude);
return(OsmSharp.Math.Algorithms.HilbertCurve.HilbertDistance(latitude, longitude, n));
}
/// <summary>
/// Switches the locations around for the two given vertices.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static void Switch <TEdgeData>(this GraphBase <TEdgeData> graph, uint vertex1, uint vertex2)
where TEdgeData : struct, IGraphEdgeData
{
if (graph.IsDirected)
{
throw new ArgumentException("Cannot switch two vertices on a directed graph without it's reverse index.");
}
graph.Switch(vertex1, vertex2, null);
}
/// <summary>
/// Returns the hibert distance for n and the given vertex.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="graph"></param>
/// <param name="n"></param>
/// <param name="vertex"></param>
/// <returns></returns>
public static long HilbertDistance <TEdgeData>(this GraphBase <TEdgeData> graph, int n, uint vertex)
where TEdgeData : struct, IGraphEdgeData
{
float latitude, longitude;
if (!graph.GetVertex(vertex, out latitude, out longitude))
{
throw new Exception(string.Format("Vertex {0} does not exist in graph.", vertex));
}
return(HilbertCurve.HilbertDistance(latitude, longitude, n));
}
/// <summary>
/// Returns all hibert distances for n.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <returns></returns>
public static long[] HilbertDistances <TEdgeData>(this GraphBase <TEdgeData> graph, int n)
where TEdgeData : struct, IGraphEdgeData
{
var distances = new long[graph.VertexCount];
for (uint vertex = 1; vertex <= graph.VertexCount; vertex++)
{
float latitude, longitude;
graph.GetVertex(vertex, out latitude, out longitude);
distances[vertex - 1] = HilbertCurve.HilbertDistance(latitude, longitude, n);
}
return(distances);
}
/// <summary>
/// Switches the data around for the two given vertices.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="graph"></param>
/// <param name="vertex1"></param>
/// <param name="vertex2"></param>
public static void Switch <TEdgeData>(this GraphBase <TEdgeData> graph, uint vertex1, uint vertex2)
where TEdgeData : struct, IGraphEdgeData
{
// get all existing data.
var edges1 = new List <Edge <TEdgeData> >(graph.GetEdges(vertex1));
var edges2 = new List <Edge <TEdgeData> >(graph.GetEdges(vertex2));
float vertex1Latitude, vertex1Longitude;
graph.GetVertex(vertex1, out vertex1Latitude, out vertex1Longitude);
float vertex2Latitude, vertex2Longitude;
graph.GetVertex(vertex2, out vertex2Latitude, out vertex2Longitude);
// remove all edges.
graph.RemoveEdges(vertex1);
graph.RemoveEdges(vertex2);
// update location.
graph.SetVertex(vertex1, vertex2Latitude, vertex2Longitude);
graph.SetVertex(vertex2, vertex1Latitude, vertex1Longitude);
// add edges again.
foreach (var edge in edges1)
{
// update existing data.
if (edge.Neighbour == vertex1)
{
edge.Neighbour = vertex2;
}
else if (edge.Neighbour == vertex2)
{
edge.Neighbour = vertex1;
}
graph.AddEdge(vertex2, edge.Neighbour, edge.EdgeData, edge.Intermediates);
}
foreach (var edge in edges2)
{
// update existing data.
if (edge.Neighbour == vertex1)
{
edge.Neighbour = vertex2;
}
else if (edge.Neighbour == vertex2)
{
edge.Neighbour = vertex1;
}
graph.AddEdge(vertex1, edge.Neighbour, edge.EdgeData, edge.Intermediates);
}
}
/// <summary>
/// Creates a new osm memory router data source.
/// </summary>
/// <param name="graph"></param>
/// <param name="tagsIndex"></param>
/// <exception cref="ArgumentNullException"></exception>
public RouterDataSource(GraphBase <TEdgeData> graph, ITagsIndex tagsIndex)
{
if (graph == null)
{
throw new ArgumentNullException("graph");
}
if (tagsIndex == null)
{
throw new ArgumentNullException("tagsIndex");
}
_graph = graph;
_tagsIndex = tagsIndex;
_supportedVehicles = new HashSet <Vehicle>();
}
/// <summary>
/// Searches the graph for nearby vertices assuming it has been sorted.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static List <uint> SearchHilbert <TEdgeData>(this GraphBase <TEdgeData> graph, int n, float latitude, float longitude,
float offset)
where TEdgeData : struct, IGraphEdgeData
{
var targets = HilbertCurve.HilbertDistances(
System.Math.Max(latitude - offset, -90),
System.Math.Max(longitude - offset, -180),
System.Math.Min(latitude + offset, 90),
System.Math.Min(longitude + offset, 180), n);
targets.Sort();
var vertices = new List <uint>();
var targetIdx = 0;
var vertex1 = (uint)1;
var vertex2 = (uint)graph.VertexCount;
float vertexLat, vertexLon;
while (targetIdx < targets.Count)
{
uint vertex;
int count;
if (GraphExtensions.SearchHilbert(graph, targets[targetIdx], n, vertex1, vertex2, out vertex, out count))
{ // the search was successful.
while (count > 0)
{ // there have been vertices found.
if (graph.GetVertex((uint)vertex + (uint)(count - 1), out vertexLat, out vertexLon))
{ // the vertex was found.
if (System.Math.Abs(latitude - vertexLat) < offset &&
System.Math.Abs(longitude - vertexLon) < offset)
{ // within offset.
vertices.Add((uint)vertex + (uint)(count - 1));
}
}
count--;
}
// update vertex1.
vertex1 = vertex;
}
// move to next target.
targetIdx++;
}
return(vertices);
}
/// <summary>
/// Sorts the vertices in the given graph based on a hilbert curve.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="graph"></param>
/// <param name="n"></param>
public static void SortHilbert <TEdgeData>(this GraphBase <TEdgeData> graph, int n)
where TEdgeData : struct, IGraphEdgeData
{
if (graph == null)
{
throw new ArgumentNullException("graph");
}
if (graph.VertexCount == 1)
{
return;
}
uint left = 1;
uint right = graph.VertexCount;
IGraphExtensions.SortHilbert(graph, n, left, right);
}
/// <summary>
/// Deserializes a graph router data source from the given stream.
/// </summary>
/// <param name="stream"></param>
/// <param name="edgeDataSize"></param>
/// <param name="mapFrom"></param>
/// <param name="mapTo"></param>
/// <returns></returns>
public new static RouterDataSource <TEdgeData> Deserialize(System.IO.Stream stream, int edgeDataSize,
MappedHugeArray <TEdgeData, uint> .MapFrom mapFrom, MappedHugeArray <TEdgeData, uint> .MapTo mapTo, bool copy)
{
// read size of graph and start location of tags.
var longBytes = new byte[8];
stream.Read(longBytes, 0, 8);
var position = BitConverter.ToInt64(longBytes, 0);
// deserialize graph.
var graph = GraphBase <TEdgeData> .Deserialize(new CappedStream(stream, 8, position - 8), edgeDataSize, mapFrom, mapTo, copy);
// deserialize tags.
stream.Seek(position, System.IO.SeekOrigin.Begin);
var tagsIndex = global::OsmSharp.Collections.Tags.Index.TagsIndex.Deserialize(
new LimitedStream(stream));
return(new RouterDataSource <TEdgeData>(graph, tagsIndex));
}
/// <summary>
/// Copies all data from the given graph.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static void SortHilbert <TEdgeData>(this GraphBase <TEdgeData> graph, int n, Action <uint, uint> transform)
where TEdgeData : struct, IGraphEdgeData
{
// build ranks.
var ranks = graph.BuildHilbertRank(n);
// invert ranks.
var transformations = new HugeArray <uint>(ranks.Length);
for (uint i = 0; i < ranks.Length; i++)
{
if (transform != null)
{
transform(ranks[i], i);
}
transformations[ranks[i]] = i;
}
// copy from the given graph but with sorted vertices.
graph.Sort(transformations);
}
/// <summary>
/// Sorts the vertices in the given graph based on a hilbert curve.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="graph"></param>
/// <param name="n"></param>
private static void SortHilbert <TEdgeData>(GraphBase <TEdgeData> graph, int n, uint left, uint right)
where TEdgeData : struct, IGraphEdgeData
{
if (graph == null)
{
throw new ArgumentNullException("graph");
}
if (graph.VertexCount == 1)
{
return;
}
if (left < right)
{ // left is still to the left.
uint pivot = IGraphExtensions.SortHilbertPartition(graph, n, left, right);
if (left <= pivot && pivot <= right)
{
IGraphExtensions.SortHilbert(graph, n, left, pivot - 1);
IGraphExtensions.SortHilbert(graph, n, pivot, right);
}
}
}
/// <summary>
/// Copies all data from the given graph.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="copyTo"></param>
/// <param name="copyFrom"></param>
public static void CopyFrom <TEdgeData>(this GraphBase <TEdgeData> copyTo, GraphBase <TEdgeData> copyFrom)
where TEdgeData : struct, IGraphEdgeData
{
float latitude, longitude;
for (uint vertex = 1; vertex <= copyFrom.VertexCount; vertex++)
{
copyFrom.GetVertex(vertex, out latitude, out longitude);
uint newVertex = copyTo.AddVertex(latitude, longitude);
if (newVertex != vertex)
{
throw new Exception("Graph should be empty when copy new data to it.");
}
}
for (uint vertex = 1; vertex <= copyFrom.VertexCount; vertex++)
{
var edges = new List <Edge <TEdgeData> >(copyFrom.GetEdges(vertex));
foreach (var edge in edges)
{
copyTo.AddEdge(vertex, edge.Neighbour, edge.EdgeData, edge.Intermediates);
}
}
}
/// <summary>
/// Sorts the vertices in the given graph based on a hilbert curve using the default step count.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
/// <param name="graph"></param>
/// <param name="n"></param>
public static void SortHilbert <TEdgeData>(this GraphBase <TEdgeData> graph)
where TEdgeData : struct, IGraphEdgeData
{
graph.SortHilbert(IGraphExtensions.DefaultHilbertSteps);
}
/// <summary>
/// Searches the graph for nearby vertices assuming it has been sorted.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static List <uint> SearchHilbert <TEdgeData>(this GraphBase <TEdgeData> graph, float latitude, float longitude,
float offset)
where TEdgeData : struct, IGraphEdgeData
{
return(GraphExtensions.SearchHilbert(graph, GraphExtensions.DefaultHilbertSteps, latitude, longitude, offset));
}
/// <summary>
/// Searches the graph for nearby vertices assuming it has been sorted.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static bool SearchHilbert <TEdgeData>(this GraphBase <TEdgeData> graph, long hilbert, int n,
uint vertex1, uint vertex2, out uint vertex, out int count)
where TEdgeData : struct, IGraphEdgeData
{
var hilbert1 = GraphExtensions.HilbertDistance(graph, n, vertex1);
var hilbert2 = GraphExtensions.HilbertDistance(graph, n, vertex2);
while (vertex1 <= vertex2)
{
// check the current hilbert distances.
if (hilbert1 > hilbert2)
{ // situation is impossible and probably the graph is not sorted.
throw new Exception("Graph not sorted: Binary search using hilbert distance not possible.");
}
if (hilbert1 == hilbert)
{ // found at hilbert1.
var lower = vertex1;
while (hilbert1 == hilbert)
{
lower--;
if (lower == 0)
{ // stop here, not more vertices lower.
break;
}
hilbert1 = GraphExtensions.HilbertDistance(graph, n, lower);
}
lower++;
var upper = vertex1;
hilbert1 = GraphExtensions.HilbertDistance(graph, n, upper);
while (hilbert1 == hilbert)
{
upper++;
if (upper > graph.VertexCount)
{ // stop here, no more vertices higher.
break;
}
hilbert1 = GraphExtensions.HilbertDistance(graph, n, upper);
}
upper--;
vertex = lower;
count = (int)(upper - lower) + 1;
return(true);
}
if (hilbert2 == hilbert)
{ // found at hilbert2.
var lower = vertex2;
while (hilbert2 == hilbert)
{
lower--;
if (lower == 0)
{ // stop here, not more vertices lower.
break;
}
hilbert2 = GraphExtensions.HilbertDistance(graph, n, lower);
}
lower++;
var upper = vertex2;
hilbert2 = GraphExtensions.HilbertDistance(graph, n, upper);
while (hilbert2 == hilbert)
{
upper++;
if (upper > graph.VertexCount)
{ // stop here, no more vertices higher.
break;
}
hilbert2 = GraphExtensions.HilbertDistance(graph, n, upper);
}
upper--;
vertex = lower;
count = (int)(upper - lower) + 1;
return(true);
}
if (hilbert1 == hilbert2 ||
vertex1 == vertex2 ||
vertex1 == vertex2 - 1)
{ // search is finished.
vertex = vertex1;
count = 0;
return(true);
}
// Binary search: calculate hilbert distance of the middle.
var vertexMiddle = vertex1 + (uint)((vertex2 - vertex1) / 2);
var hilbertMiddle = GraphExtensions.HilbertDistance(graph, n, vertexMiddle);
if (hilbert <= hilbertMiddle)
{ // target is in first part.
vertex2 = vertexMiddle;
hilbert2 = hilbertMiddle;
}
else
{ // target is in the second part.
vertex1 = vertexMiddle;
hilbert1 = hilbertMiddle;
}
}
vertex = vertex1;
count = 0;
return(false);
}
/// <summary>
/// Sorts the vertices in the given graph based on a hilbert curve using the default step count.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static void BuildHilbertRank <TEdgeData>(this GraphBase <TEdgeData> graph,
HugeArrayBase <uint> ranks)
where TEdgeData : struct, IGraphEdgeData
{
graph.BuildHilbertRank(GraphExtensions.DefaultHilbertSteps, ranks);
}
/// <summary>
/// Switches the locations around for the two given vertices.
/// </summary>
/// <typeparam name="TEdgeData"></typeparam>
public static void Switch <TEdgeData>(this GraphBase <TEdgeData> graph, uint vertex1, uint vertex2,
IDictionary <uint, List <uint> > reverse)
where TEdgeData : struct, IGraphEdgeData
{
if (graph.IsDirected && reverse == null)
{
throw new ArgumentException("Cannot switch two vertices on a directed graph without it's reverse index.");
}
if (vertex1 == vertex2)
{ // switching identical vertices (?).
return;
}
float vertex1Latitude, vertex1Longitude;
graph.GetVertex(vertex1, out vertex1Latitude, out vertex1Longitude);
float vertex2Latitude, vertex2Longitude;
graph.GetVertex(vertex2, out vertex2Latitude, out vertex2Longitude);
// update location.
graph.SetVertex(vertex1, vertex2Latitude, vertex2Longitude);
graph.SetVertex(vertex2, vertex1Latitude, vertex1Longitude);
// switch and update edges, this is easy!
var edges1 = new List <Edge <TEdgeData> >();
foreach (var edge in graph.GetEdges(vertex1))
{
edges1.Add(new Edge <TEdgeData>()
{
EdgeData = edge.EdgeData,
Neighbour = edge.Neighbour,
Intermediates = edge.Intermediates != null ? new CoordinateArrayCollection <GeoCoordinateSimple>(
edge.Intermediates.ToSimpleArray()) : null
});
}
var edges2 = new List <Edge <TEdgeData> >();
foreach (var edge in graph.GetEdges(vertex2))
{
edges2.Add(new Edge <TEdgeData>()
{
EdgeData = edge.EdgeData,
Neighbour = edge.Neighbour,
Intermediates = edge.Intermediates != null ? new CoordinateArrayCollection <GeoCoordinateSimple>(
edge.Intermediates.ToSimpleArray()) : null
});
}
graph.RemoveEdges(vertex1);
graph.RemoveEdges(vertex2);
foreach (var edge in edges1)
{ // update existing data.
var neighbour = edge.Neighbour;
var newNeighbour = edge.Neighbour;
if (newNeighbour == vertex2)
{
newNeighbour = vertex1;
}
graph.AddEdge(vertex2, newNeighbour, edge.EdgeData, edge.Intermediates);
if (reverse != null)
{ // update reverse set if present.
List <uint> neighbours = null;
if (reverse.TryGetValue(neighbour, out neighbours))
{ // remove.
neighbours.Remove(vertex1);
reverse[neighbour] = neighbours;
}
if (reverse.TryGetValue(newNeighbour, out neighbours))
{ // add.
neighbours.Add(vertex2);
}
else
{ // add new.
neighbours = new List <uint>();
neighbours.Add(vertex2);
}
reverse[newNeighbour] = neighbours;
}
}
foreach (var edge in edges2)
{ // update existing data.
var neighbour = edge.Neighbour;
var newNeighbour = edge.Neighbour;
if (newNeighbour == vertex1)
{
newNeighbour = vertex2;
}
graph.AddEdge(vertex1, newNeighbour, edge.EdgeData, edge.Intermediates);
if (reverse != null)
{ // update reverse set if present.
List <uint> neighbours = null;
if (reverse.TryGetValue(neighbour, out neighbours))
{ // remove.
neighbours.Remove(vertex2);
reverse[neighbour] = neighbours;
}
if (reverse.TryGetValue(newNeighbour, out neighbours))
{ // add.
neighbours.Add(vertex1);
}
else
{ // add new.
neighbours = new List <uint>();
neighbours.Add(vertex1);
}
reverse[newNeighbour] = neighbours;
}
}
if (graph.IsDirected)
{ // in a directed graph, there is more work to be done.
var toUpdateSet = new HashSet <uint>();
List <uint> neighbours1 = null;
if (reverse.TryGetValue(vertex1, out neighbours1))
{
for (var i = 0; i < neighbours1.Count; i++)
{
if (neighbours1[i] == vertex2)
{
neighbours1[i] = vertex1;
}
else
{
toUpdateSet.Add(neighbours1[i]);
}
}
reverse[vertex1] = neighbours1;
}
List <uint> neighbours2 = null;
if (reverse.TryGetValue(vertex2, out neighbours2))
{
for (var i = 0; i < neighbours2.Count; i++)
{
if (neighbours2[i] == vertex1)
{
neighbours2[i] = vertex2;
}
else
{
toUpdateSet.Add(neighbours2[i]);
}
}
reverse[vertex2] = neighbours2;
}
// switch reverses.
if (neighbours2 == null)
{
reverse.Remove(vertex1);
}
else
{
reverse[vertex1] = neighbours2;
}
if (neighbours1 == null)
{
reverse.Remove(vertex2);
}
else
{
reverse[vertex2] = neighbours1;
}
// update all edges in these vertices.
var updatedEdges = new List <Edge <TEdgeData> >();
foreach (var toUpdate in toUpdateSet)
{
updatedEdges.Clear();
foreach (var edge in graph.GetEdges(toUpdate))
{
if (edge.Neighbour == vertex1)
{
updatedEdges.Add(new Edge <TEdgeData>()
{
EdgeData = edge.EdgeData,
Neighbour = vertex2,
Intermediates = edge.Intermediates != null ? new CoordinateArrayCollection <GeoCoordinateSimple>(
edge.Intermediates.ToSimpleArray()) : null
});
}
else if (edge.Neighbour == vertex2)
{
updatedEdges.Add(new Edge <TEdgeData>()
{
EdgeData = edge.EdgeData,
Neighbour = vertex1,
Intermediates = edge.Intermediates != null ? new CoordinateArrayCollection <GeoCoordinateSimple>(
edge.Intermediates.ToSimpleArray()) : null
});
}
}
graph.RemoveEdge(toUpdate, vertex1);
graph.RemoveEdge(toUpdate, vertex2);
foreach (var updatedEdge in updatedEdges)
{
graph.AddEdge(toUpdate, updatedEdge.Neighbour, updatedEdge.EdgeData, updatedEdge.Intermediates);
}
}
}
}
