Graph Views with Apache Spark GraphX

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Spark GraphX and Its Importance

Use of graph has become very important in every sector. Whether it is targeted advertising or social network, graph has become mandatory. In spite of the massive demand of graphs, it is hard to find the right tool that work efficiently. This is why the graph computation task has become tiresome and difficult to maintain. For developers, it is just another name of burden. This necessity has influenced Spark to launch GraphX. It is one of the best tools that are capable to deal with extremely tough tasks.

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Spark has proved itself efficient from the beginning of its journey. Spark’s GraphX is just another proof of its efficiency. GraphX is the new API of Spark for graphs like social network and web-graphs. It is also tremendous for graph-parallel computation like collaborate filtering and Page Rank. GraphX pull out the Spark RDD abstraction, at extreme level, by simply commencing the Resilient Distributed Property Graph. Resilient Distributed Property Graph indicates a directed multi-graph that has properties attached to every edge and vertex. GraphX exposes some elementary operators like mapReduce Triplets, joinVertics and subgraph along with optimized variant of Pergel API to shore up graph computation. Graphx also includes a superior collection of graph builders and algorithms. GraphX is capable of every possible task that can be expected from its kind. It will also facilitate you superior speed, efficiency and performance like always. In short, it is a complete package to serve its purpose truly.

Graph Views

Sometimes you might require extracting the edge and vertex views (RDD) of the graph. For example, if you are saving or arranging result of a calculation, you might need these. Graph class includes element like graph.edge and graph.vertexId while accessing the edges and vertices of graph. This also influences the internal representation of GraphX for the graph data.

To display user names which are above thirty years, you should use graph.vertics.

The output might look like this:

Jason is 52
Morgan is 50
Nicolas is 55
john is 45

Remember, there will be other log files too.

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A Hint for You to Keep Going

The Solution Might Look Like This

Solution – I

Solution – II

Solution – III

In Scala 2.10 the String Interpolation feature is utilized:

GraphX also facilitates triplet view along with the edge and vertex view for property graph. Triplet view is very important for advanced tasks. This is a view that logically connects the Edge and vertex properties. The connection is made by yielding the RDD [Edge – Triplet [ VD, ED ] ]. This also contains the class of Edge_Triplet instances. The Edge class is extended by the EdgeTriplet class by accumulating the dstAttr and srcAttr elements. This also contains the destination and source properties respectively. 

If you employ graph_triplets view to show people’s likings, the output might be:

Jack likes Sara
Jack likes Dev
Al Pacino likes Jack
Al Pacino likes Fran
Dev likes Sara
Robert likes Jack
Sara likes Al Pachino
Robert likes Al Pacino
Robert likes Fran
Sara likes Fran

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The Solution Which Might Be Partial

A Simple Solution

If you are willing to locate someone who likes something else five times then you can use this:

Graph Algorithms

GraphX possess a superior set of algorithms. It is the algorithm that is making GraphX popular. Graph algorithms are capable of maintaining complex tasks. These algorithms simplify the analytical tasks. Graphx algorithms are efficient and they serve the purpose greatly. These algorithms are introduced below:


The importance of every vertex in a graph is measured by the PageRank algorithm. In other word, an edge from U to V signifies an endorsement of V’s significance by U. For example, if you are a pinterest user and you are followed by numerous people, you are likely to be ranked higher. This is a simple but significant algorithm of GraphX.

GraphX complies with both dynamic and static implementations of PageRank according to the methods on the Pagerank Object. Dynamic PageRank operates as long as the ranks congregate but the static PageRank operates for a specific number of iterations.

Social network dataset example of PageRank:

If users are listed in the graphx/data/users.txt and relationship data is listed under graphx/data/followers.txt, you can calculate the PageRank of each user.

The procedure is as follows:

Connected Components

This algorithm tags every connected component of graph with the lowest-numbered vertex ID.

Example of Connected Component Algorithm:

Connected components can estimate clusters in a social network. In the Connected Components object, GraphX can enclose the execution of the algorithm. You can calculate the connected components from the social network datasets of the PageRank segment as follows:

Triangle Counting

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A vertex can be a triangle if it has two joined vertices with an edge among them. GraphX execute the triangle counting algorithm in the TriangleCount object. This object calculates the triangles intersecting the vortex. It also provides measure of clustering. Triangle count can be like this with the social network datasets of the PageRank segment.

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