批处理示例

下面的示例程序展示了Flink的不同应用程序，从简单的单词计数到图形算法。代码示例演示了Flink’s DataSet API的使用。

以下示例的完整源代码和更多示例可以在Flink源代码存储库的flink-examples-batch中找到。

运行一个例子

为了运行Flink示例，我们假设您有一个正在运行的Flink实例可用。导航中的“快速启动”和“设置”选项卡描述了启动Flink的各种方法。

最简单的方法是运行./bin/start-cluster.sh。默认情况下，它使用一个JobManager和一个TaskManager启动本地集群。

Flink的每个二进制版本都包含一个examples目录，其中包含用于该页上每个示例的jar文件。

要运行WordCount示例，发出以下命令:

./bin/flink run ./examples/batch/WordCount.jar

其他示例也可以以类似的方式开始。

注意，通过使用内置数据，许多示例在运行时不传递任何参数。要使用真实数据运行WordCount，必须将路径传递给数据:

./bin/flink run ./examples/batch/WordCount.jar --input /path/to/some/text/data --output /path/to/result

注意，非本地文件系统需要一个模式前缀，如hdfs://。

Word Count

WordCount是大数据处理系统的“Hello World”。它计算文本集合中单词的频率。该算法分为两个步骤:首先，将文本拆分为单个单词。其次，对单词进行分组和计数。

ExecutionEnvironment env = ExecutionEnvironment.getExecutionEnvironment();

DataSet<String> text = env.readTextFile("/path/to/file");

DataSet<Tuple2<String, Integer>> counts =
        // split up the lines in pairs (2-tuples) containing: (word,1)
        text.flatMap(new Tokenizer())
        // group by the tuple field "0" and sum up tuple field "1"
        .groupBy(0)
        .sum(1);

counts.writeAsCsv(outputPath, "\n", " ");

// User-defined functions
public static class Tokenizer implements FlatMapFunction<String, Tuple2<String, Integer>> {

    @Override
    public void flatMap(String value, Collector<Tuple2<String, Integer>> out) {
        // normalize and split the line
        String[] tokens = value.toLowerCase().split("\\W+");

        // emit the pairs
        for (String token : tokens) {
            if (token.length() > 0) {
                out.collect(new Tuple2<String, Integer>(token, 1));
            }   
        }
    }
}

WordCount example 使用输入参数实现了上述算法:--input <path> --output <path>。作为测试数据，任何文本文件都可以。

val env = ExecutionEnvironment.getExecutionEnvironment

// get input data val text = env.readTextFile("/path/to/file")

val counts = text.flatMap { _.toLowerCase.split("\\W+") filter { _.nonEmpty } }
  .map { (_, 1) }
  .groupBy(0)
  .sum(1)

counts.writeAsCsv(outputPath, "\n", " ")

WordCount example 使用输入参数实现了上述算法:--input <path> --output <path>。作为测试数据，任何文本文件都可以。

网页排名

PageRank算法计算链接定义的图中页面的“重要性”，链接从一个页面指向另一个页面。它是一种迭代图算法，即重复应用相同的计算。在每次迭代中，每个页面都将其当前的秩分布到所有相邻的页面上，并将其新秩计算为从相邻页面获得的秩的累加和。PageRank算法是由谷歌搜索引擎推广的，它利用网页的重要性对搜索查询结果进行排序。

在这个简单的例子中，PageRank是通过bulk iteration和固定数量的迭代来实现的。

ExecutionEnvironment env = ExecutionEnvironment.getExecutionEnvironment();

// read the pages and initial ranks by parsing a CSV file
DataSet<Tuple2<Long, Double>> pagesWithRanks = env.readCsvFile(pagesInputPath)
                           .types(Long.class, Double.class)

// the links are encoded as an adjacency list: (page-id, Array(neighbor-ids))
DataSet<Tuple2<Long, Long[]>> pageLinkLists = getLinksDataSet(env);

// set iterative data set
IterativeDataSet<Tuple2<Long, Double>> iteration = pagesWithRanks.iterate(maxIterations);

DataSet<Tuple2<Long, Double>> newRanks = iteration
        // join pages with outgoing edges and distribute rank
        .join(pageLinkLists).where(0).equalTo(0).flatMap(new JoinVertexWithEdgesMatch())
        // collect and sum ranks
        .groupBy(0).sum(1)
        // apply dampening factor
        .map(new Dampener(DAMPENING_FACTOR, numPages));

DataSet<Tuple2<Long, Double>> finalPageRanks = iteration.closeWith(
        newRanks,
        newRanks.join(iteration).where(0).equalTo(0)
        // termination condition
        .filter(new EpsilonFilter()));

finalPageRanks.writeAsCsv(outputPath, "\n", " ");

// User-defined functions

public static final class JoinVertexWithEdgesMatch
                    implements FlatJoinFunction<Tuple2<Long, Double>, Tuple2<Long, Long[]>,
                                            Tuple2<Long, Double>> {

    @Override
    public void join(<Tuple2<Long, Double> page, Tuple2<Long, Long[]> adj,
                        Collector<Tuple2<Long, Double>> out) {
        Long[] neighbors = adj.f1;
        double rank = page.f1;
        double rankToDistribute = rank / ((double) neigbors.length);

        for (int i = 0; i < neighbors.length; i++) {
            out.collect(new Tuple2<Long, Double>(neighbors[i], rankToDistribute));
        }
    }
}

public static final class Dampener implements MapFunction<Tuple2<Long,Double>, Tuple2<Long,Double>> {
    private final double dampening, randomJump;

    public Dampener(double dampening, double numVertices) {
        this.dampening = dampening;
        this.randomJump = (1 - dampening) / numVertices;
    }

    @Override
    public Tuple2<Long, Double> map(Tuple2<Long, Double> value) {
        value.f1 = (value.f1 * dampening) + randomJump;
        return value;
    }
}

public static final class EpsilonFilter
                implements FilterFunction<Tuple2<Tuple2<Long, Double>, Tuple2<Long, Double>>> {

    @Override
    public boolean filter(Tuple2<Tuple2<Long, Double>, Tuple2<Long, Double>> value) {
        return Math.abs(value.f0.f1 - value.f1.f1) > EPSILON;
    }
}

PageRank program实现了上述示例。它需要以下参数来运行:--pages <path> --links <path> --output <path> --numPages <n> --iterations <n>。

// User-defined types case class Link(sourceId: Long, targetId: Long)
case class Page(pageId: Long, rank: Double)
case class AdjacencyList(sourceId: Long, targetIds: Array[Long])

// set up execution environment val env = ExecutionEnvironment.getExecutionEnvironment

// read the pages and initial ranks by parsing a CSV file val pages = env.readCsvFile[Page](pagesInputPath)

// the links are encoded as an adjacency list: (page-id, Array(neighbor-ids)) val links = env.readCsvFile[Link](linksInputPath)

// assign initial ranks to pages val pagesWithRanks = pages.map(p => Page(p, 1.0 / numPages))

// build adjacency list from link input val adjacencyLists = links
  // initialize lists
  .map(e => AdjacencyList(e.sourceId, Array(e.targetId)))
  // concatenate lists
  .groupBy("sourceId").reduce {
  (l1, l2) => AdjacencyList(l1.sourceId, l1.targetIds ++ l2.targetIds)
  }

// start iteration val finalRanks = pagesWithRanks.iterateWithTermination(maxIterations) {
  currentRanks =>
    val newRanks = currentRanks
      // distribute ranks to target pages
      .join(adjacencyLists).where("pageId").equalTo("sourceId") {
        (page, adjacent, out: Collector[Page]) =>
        for (targetId <- adjacent.targetIds) {
          out.collect(Page(targetId, page.rank / adjacent.targetIds.length))
        }
      }
      // collect ranks and sum them up
      .groupBy("pageId").aggregate(SUM, "rank")
      // apply dampening factor
      .map { p =>
        Page(p.pageId, (p.rank * DAMPENING_FACTOR) + ((1 - DAMPENING_FACTOR) / numPages))
      }

    // terminate if no rank update was significant
    val termination = currentRanks.join(newRanks).where("pageId").equalTo("pageId") {
      (current, next, out: Collector[Int]) =>
        // check for significant update
        if (math.abs(current.rank - next.rank) > EPSILON) out.collect(1)
    }

    (newRanks, termination)
}

val result = finalRanks

// emit result result.writeAsCsv(outputPath, "\n", " ")

PageRank程序实现了上述示例。它需要以下参数来运行:--pages <path> --links <path> --output <path> --numPages <n> --iterations <n>。

输入文件是纯文本文件，必须格式化如下:

• 页面表示为由新行字符分隔的(长)ID。
  • 例如"1\n2\n12\n42\n63\n" 给出了5页的IDs 1、2、12、42和63。
• 链接表示为由空格字符分隔的页面id对。链接用换行符分隔:
  • 例如"1 2\n2 12\n1 12\n42 63\n" 给四(导演)链接(1)→(2),(2)→(12),(1)→(12)和(42)→(63)。

对于这个简单的实现，要求每个页面至少有一个传入和一个传出链接(页面可以指向自己)。

连接组件

连通分量算法通过将同一连通部分中的所有顶点分配给相同的分量ID来识别一个较大图中的连通部分。与PageRank类似，连通分量是一种迭代算法。在每一步中，每个顶点将其当前的组件ID传播到它的所有邻居。如果一个顶点的组件ID小于它自己的组件ID，那么它接受来自邻居的组件ID。

此实现使用delta iteration:没有更改其组件ID的顶点不参与下一步。这将产生更好的性能，因为后面的迭代通常只处理少数离群点。

// read vertex and edge data
DataSet<Long> vertices = getVertexDataSet(env);
DataSet<Tuple2<Long, Long>> edges = getEdgeDataSet(env).flatMap(new UndirectEdge());

// assign the initial component IDs (equal to the vertex ID)
DataSet<Tuple2<Long, Long>> verticesWithInitialId = vertices.map(new DuplicateValue<Long>());

// open a delta iteration
DeltaIteration<Tuple2<Long, Long>, Tuple2<Long, Long>> iteration =
        verticesWithInitialId.iterateDelta(verticesWithInitialId, maxIterations, 0);

// apply the step logic:
DataSet<Tuple2<Long, Long>> changes = iteration.getWorkset()
        // join with the edges
        .join(edges).where(0).equalTo(0).with(new NeighborWithComponentIDJoin())
        // select the minimum neighbor component ID
        .groupBy(0).aggregate(Aggregations.MIN, 1)
        // update if the component ID of the candidate is smaller
        .join(iteration.getSolutionSet()).where(0).equalTo(0)
        .flatMap(new ComponentIdFilter());

// close the delta iteration (delta and new workset are identical)
DataSet<Tuple2<Long, Long>> result = iteration.closeWith(changes, changes);

// emit result
result.writeAsCsv(outputPath, "\n", " ");

// User-defined functions

public static final class DuplicateValue<T> implements MapFunction<T, Tuple2<T, T>> {

    @Override
    public Tuple2<T, T> map(T vertex) {
        return new Tuple2<T, T>(vertex, vertex);
    }
}

public static final class UndirectEdge
                    implements FlatMapFunction<Tuple2<Long, Long>, Tuple2<Long, Long>> {
    Tuple2<Long, Long> invertedEdge = new Tuple2<Long, Long>();

    @Override
    public void flatMap(Tuple2<Long, Long> edge, Collector<Tuple2<Long, Long>> out) {
        invertedEdge.f0 = edge.f1;
        invertedEdge.f1 = edge.f0;
        out.collect(edge);
        out.collect(invertedEdge);
    }
}

public static final class NeighborWithComponentIDJoin
                implements JoinFunction<Tuple2<Long, Long>, Tuple2<Long, Long>, Tuple2<Long, Long>> {

    @Override
    public Tuple2<Long, Long> join(Tuple2<Long, Long> vertexWithComponent, Tuple2<Long, Long> edge) {
        return new Tuple2<Long, Long>(edge.f1, vertexWithComponent.f1);
    }
}

public static final class ComponentIdFilter
                    implements FlatMapFunction<Tuple2<Tuple2<Long, Long>, Tuple2<Long, Long>>,
                                            Tuple2<Long, Long>> {

    @Override
    public void flatMap(Tuple2<Tuple2<Long, Long>, Tuple2<Long, Long>> value,
                        Collector<Tuple2<Long, Long>> out) {
        if (value.f0.f1 < value.f1.f1) {
            out.collect(value.f0);
        }
    }
}

ConnectedComponents program 实现了上述示例。它需要以下参数来运行:--vertices <path> --edges <path> --output <path> --iterations <n>。

// set up execution environment val env = ExecutionEnvironment.getExecutionEnvironment

// read vertex and edge data
// assign the initial components (equal to the vertex id) val vertices = getVerticesDataSet(env).map { id => (id, id) }

// undirected edges by emitting for each input edge the input edges itself and an inverted
// version val edges = getEdgesDataSet(env).flatMap { edge => Seq(edge, (edge._2, edge._1)) }

// open a delta iteration val verticesWithComponents = vertices.iterateDelta(vertices, maxIterations, Array(0)) {
  (s, ws) =>

    // apply the step logic: join with the edges
    val allNeighbors = ws.join(edges).where(0).equalTo(0) { (vertex, edge) =>
      (edge._2, vertex._2)
    }

    // select the minimum neighbor
    val minNeighbors = allNeighbors.groupBy(0).min(1)

    // update if the component of the candidate is smaller
    val updatedComponents = minNeighbors.join(s).where(0).equalTo(0) {
      (newVertex, oldVertex, out: Collector[(Long, Long)]) =>
        if (newVertex._2 < oldVertex._2) out.collect(newVertex)
    }

    // delta and new workset are identical
    (updatedComponents, updatedComponents)
}

verticesWithComponents.writeAsCsv(outputPath, "\n", " ")

ConnectedComponents程序实现了上述示例。它需要以下参数来运行:--vertices <path> --edges <path> --output <path> --iterations <n>。

输入文件是纯文本文件，必须格式化如下:

• 顶点表示为id，用换行符分隔。
  • 例如"1\n2\n12\n42\n63\n" 给了5个顶点(1)，(2)，(12)，(42)和(63)。
• 边缘表示为顶点id的对，顶点id由空间字符分隔。边缘用换行符分隔:
  • 例如"1 2\n2 12\n1 12\n42 63\n"给出4个(无向)链路(1)-(2)，(2)-(12)，(1)-(12)，和(42)-(63)。

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