Library for functional graph & geometry algorithms
License: BSD 2-Clause "Simplified" License
A library for functional graph algorithms.
Waffle board.
Tiki information and documentation is available on the website. Scaladoc index.
| Algorithm | Example |
|---|---|
| depth & breadth first search |  |
| Kahn (topological sort) |  |
| Bellman-Ford (negative cycle detection) |  |
| Kruskal (minium spanning tree) |  |
| Kosaraju (strongly connected components) |  |
| Bowyer-Watson (Delaunay triangulation) |  |
| Euclidean distance mst |  |
| K-Spanning (clustering) trees |  |
| Markov Cluster Algorithm (MCL) |  |
Rather than define weighted edges as labelled edges with a label of double, define them separately.
So label can be applied to edge or weighted edge.
The 'negativeCycle' method returns the predecessor list output from Bellman-ford, this can be improved so that it returns just the cycle vertices.
Kruskal's algorithm for minimum spanning trees.
Graph class should be constructed from a representation.
initial version, use dfs search on reversed graph.
Cycle detection, can be based on disjoint set , dfs, or topological sorting.
Chose algorithm based on graph representation.
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