Single Source Shortest Paths

Short summary of the algorithm


bin/hama jar ../hama-0.x.0-examples.jar sssp <start vertex> <input path> <output path> [number of tasks]

You need to provide a start vertex name from where the computation should start calculating the shortest paths, scroll down how to provide an input file for it.

Submit your own graph

You can transform your graph as a adjacency list to fit into the input which Hama is going to parse and calculate the SSSP.

The file that Hama can successfully parse is a TextFile that has the following layout:


This piece of text will adjacent Berlin to Frankfurt (with edge weight of 20) and Munich (with edge weight of 10). Munich is a dangling node, it has no outlinks. As you can see a vertex is always on the leftmost side (we call it the key-site), and the outlinks (to which other vertex it is connected to) are seperated by tabs (\t) as the following elements. SSSP needs edge weights, you must provide them by separating the name of the vertex with a colon ":". The weight must be an integer.

Make sure that every vertex's outlink can somewhere be found in the file as a key-site. Otherwise it will result in weird NullPointerExceptions.

Then you can run sssp on it with:

bin/hama jar ../hama-0.x.0-examples.jar sssp Berlin /tmp/input.txt /tmp/sssp-output

Note that based on what you have configured, the paths may be in HDFS or on local disk.


After the job ran you can see a small snapshot of what the algorithm calculated, for the textfile above you should see:

12/02/24 16:47:48 INFO bsp.BSPJobClient: Current supersteps number: 5
12/02/24 16:47:48 INFO bsp.BSPJobClient: The total number of supersteps: 5
Berlin | 0
Munich | 30
Frankfurt | 20
Job Finished in 4.018 seconds

On the left side you see your vertex name and on the right the cost which is needed to get to that vertex.

SSSP (last edited 2012-09-12 12:46:12 by dslb-092-078-037-042)