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Kafka Graphs Hello

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Hello Kafka Graphs

Creating Graphs

A graph in Kafka Graphs is represented by two tables from Kafka Streams, one for vertices and one for edges. The vertex table is comprised of an ID and a vertex value, while the edge table is comprised of a source ID, target ID, and edge value.

KTable<Long, Long> vertices = ...
KTable<Edge<Long>, Long> edges = ...
KGraph<Long, Long, Long> graph = new KGraph<>(
    vertices,
    edges,
    GraphSerialized.with(Serdes.Long(), Serdes.Long(), Serdes.Long())
);

For example, in the class TestGraphUtils we define the following graph

Graph

  • Its vertex are defined by:

    1,1
    2,2
    3,3
    4,4
    5,5
    6,6
    
  • Its edges are defined by:

    1,2,12
    1,3,13
    2,3,23
    3,4,34
    3,6,36
    4,5,45
    4,6,46
    5,6,56
    6,1,61
    

Graph Operations

Kafka Graphs provides a number of APIs for transforming graphs in the same manner as Apache Flink Gelly and Apache Spark GraphX.

  • Filtering methods
    • filterOnEdges
    • filterOnVertices
    • subgraph
  • Joining methods
    • joinWithEdges
    • joinWithEdgesOnSource
    • joinWithEdgesOnTarget
    • joinWithVertices
  • Mapping methods
    • mapEdges
    • mapVertices
  • Reducing methods
    • groupReduceOnEdges
    • groupReduceOnNeighbors
    • reduceOnEdges
    • reduceOnNeighbors
  • Transforming methods
    • inDegrees
    • outDegrees
    • undirected

For example, the following will compute the sum of the values of all incoming neighbors for each vertex.

graph.reduceOnNeighbors(new SumValues(), EdgeDirection.IN);

Running Graph Operations

In the class GraphOperations we run the Operations over the defined Graph

  • The method testOutDegrees()

    Calculates KTable<Long, Long> outDegrees = graph.outDegrees();

    The result is the out-degree of each vertex:

    1,2
    2,1
    3,2
    4,2
    5,1
    6,1
    
  • The method testInDegrees()

    Calculates KTable<Long, Long> inDegrees = graph.inDegrees();

    The result is the in-degree of each vertex:

    1,1
    2,1
    3,2
    4,1
    5,1
    6,3
    
  • The method testUndirected()

    Calculates KTable<Edge<Long>, Long> data = graph.undirected().edges();

    The result is the all the edges without considering direction:

    1,2,12    2,1,12
    1,3,13    3,1,13
    2,3,23    3,2,23
    3,4,34    4,3,34
    3,6,36    6,3,36
    4,5,45    5,4,45
    4,6,46    6,4,46
    5,6,56    6,5,56
    6,1,61    1,6,61
    
  • The method testSubGraph()

    Calculates KTable<Edge<Long>, Long> data = graph.subgraph((k, v) -> v > 2, (k, e) -> e > 34).edges();

    The result is all the edges with vertex greater than 2 and edge greater than 34:

    3,6,36
    4,5,45
    4,6,46
    5,6,56
    
  • The method testFilterVertices()

    Calculates KTable<Edge<Long>, Long> data = graph.filterOnVertices((k, v) -> v > 2).edges();

    The result are all the vertex greater that 2:

    3,4,34
    3,6,36
    4,5,45
    4,6,46
    5,6,56
    
  • The method testFilterEdges()

    Calculates KTable<Edge<Long>, Long> data = graph.filterOnEdges((k, e) -> e > 34).edges();

    The result are all the edges greater than 34:

    4,5,45
    4,6,46
    5,6,56
    6,1,61
    

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Kafka Graphs Hello

License:Apache License 2.0


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