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  • Spark GraphX 属性图操作

    package Spark_GraphX
    
    import org.apache.spark.graphx._
    import org.apache.spark.rdd.RDD
    import org.apache.spark.{SparkConf, SparkContext}
    
    object 属性图 {
      def main(args: Array[String]): Unit = {
        val conf=new SparkConf().setAppName("SimpleGraphX").setMaster("local[4]")
        val sc=new SparkContext(conf)
       //定义顶点
        val users:RDD[(VertexId,(String,String))]=sc.parallelize(Array((3L,("soyo","student")),(7L,("soyo2","postdoc")),(5L,("xiaozhou","professor")),(2L,("xiaocui","professor"))))
        //定义边
        val relationships:RDD[Edge[String]]=sc.parallelize(Array(Edge(3L,7L,"collab"),Edge(5L,3L,"advisor"),Edge(2L,5L,"colleague"),Edge(5L,7L,"parent")))
       //定义默认的作者,以防与不存在的作者有边
        val defaultUser=("Jone","Dance")
        val graph=Graph(users,relationships,defaultUser)
        println("*****************")
        println("找到图中属性是student的点")
        graph.vertices.filter{case (id,(name,occupation))=>occupation=="student"}.collect.foreach{case(id,(name,occupation))=>println(s"$name is $occupation")}
        println("--------------------------")
        println("找到途中边的属性是advisor的边")
        graph.edges.filter(x=>x.attr=="advisor").collect().foreach(x=>println(s"${x.srcId} to ${x.dstId} 属性为 ${x.attr}"))
        println("--------------------------")
        println("找到图中的最大出度,入度,度数")
        println("最大的出度:"+graph.outDegrees.reduce(max))
        println("最大的入度:"+graph.inDegrees.reduce(max))
        println("最大的度数:"+graph.degrees.reduce(max))
        //Scala 可直接调用Java程序
        // System.out.print("hello word")
        //属性操作
        println("------------------------")
        println("给图中每个顶点的职业属性上加上“spark字符串")
        graph.mapVertices{case (id,(name,occupation))=>(id,(name,occupation+"Spark"))}.vertices.collect.foreach(x=>println(s"${x._2._1} is ${x._2._2} : ${x._1} : ${x._2}"))
        println("------------------------")
        println("给途中每个元组的Edge的属性值设置为源顶点属性值+边的属性值+目标定点属性值:")
       graph.mapTriplets(x=>x.srcAttr._2+"+"+x.attr+"+"+x.dstAttr._2).edges.collect().foreach(println)
        //可以证明:属性操作下,图的结构都不受影响.
        graph.mapTriplets(x=>x.srcId+x.dstId).edges.collect().foreach(println)
       //结构操作 :triplets(表示边)
        /*
         reverse操作返回一个所有边方向取反的新图.该反转操作并没有修改图中顶点,边的属性,更没有增加边的数量.
         subgraph操作主要利用顶点和边进行判断,返回的新图中包含满足判断要求的顶点,边.该操作常用于一些情景,比如:限制感兴趣的图顶点和边,删除损坏连接.
         */
        println("------结构操作---------")
        graph.triplets.map(x=>x.srcAttr._1+" is the "+x.attr+" of "+x.dstAttr._1).foreach(println)
        println("-------删除职业是postdoc的节点,构建子图----------")
        val validGraph=graph.subgraph(vpred=(id,attr)=>attr._2!="postdoc")
        validGraph.vertices.foreach(println)
        validGraph.triplets.map(x=>x.srcAttr._1+" is the "+x.attr+" of "+x.dstAttr._1).foreach(println)
        println("----------构建职业是professor的子图,并打印子图的顶点--------")
        val subGraph=graph.subgraph(vpred = (id,attr)=>attr._2=="professor")
        subGraph.vertices.collect().foreach(x=>println(s"${x._2._1} is ${x._2._2}"))
    
      }
      //VertexId:顶点,Int:度数
      def max(a:(VertexId,Int),b:(VertexId,Int)):(VertexId,Int)={
        if(a._2>b._2)a else b
      }
    
    }

    结果:

    *****************
    找到图中属性是student的点
    soyo is student
    --------------------------
    找到途中边的属性是advisor的边
    5 to 3 属性为 advisor
    --------------------------
    找到图中的最大出度,入度,度数
    最大的出度:(5,2)
    最大的入度:(7,2)
    最大的度数:(5,3)
    ------------------------
    给图中每个顶点的职业属性上加上“spark字符串
    5 is (xiaozhou,professorSpark) : 5 : (5,(xiaozhou,professorSpark))
    2 is (xiaocui,professorSpark) : 2 : (2,(xiaocui,professorSpark))
    3 is (soyo,studentSpark) : 3 : (3,(soyo,studentSpark))
    7 is (soyo2,postdocSpark) : 7 : (7,(soyo2,postdocSpark))
    ------------------------
    给途中每个元组的Edge的属性值设置为源顶点属性值+边的属性值+目标定点属性值:
    Edge(3,7,student+collab+postdoc)
    Edge(5,3,professor+advisor+student)
    Edge(2,5,professor+colleague+professor)
    Edge(5,7,professor+parent+postdoc)
    Edge(3,7,10)
    Edge(5,3,8)
    Edge(2,5,7)
    Edge(5,7,12)
    ------结构操作---------
    xiaozhou is the parent of soyo2
    soyo is the collab of soyo2
    xiaozhou is the advisor of soyo
    xiaocui is the colleague of xiaozhou
    -------删除职业是postdoc的节点,构建子图----------
    (5,(xiaozhou,professor))
    (2,(xiaocui,professor))
    (3,(soyo,student))
    xiaozhou is the advisor of soyo
    xiaocui is the colleague of xiaozhou
    ----------构建职业是professor的子图,并打印子图的顶点--------
    xiaozhou is professor
    xiaocui is professor
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  • 原文地址:https://www.cnblogs.com/soyo/p/7834323.html
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