使用neo4j查找与给定节点具有关系的节点集合的有效方法 [英] Efficient way to find node set having relationships to given nodes using neo4j

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问题描述

对于给定的两个节点来说,找到一组共同节点(具有已定义的关系)是否有效?

例如,节点 A1 B1 C1 - C4 与关系关系 x y

  A1 --x  - > C1 
A1 --x - > C2
A1 --x - > C3
B1 --y - > C2
B1 --y - > C3
B1 --y - > C4

A1(x) B1(y)会是 [C2,C3]

解决方案

在很多情况下,可以利用域的结构来提高性能。假设您知道一般情况下,与<$ c $的数量相比,您的 A 实体具有更少的 x 关系c> y B 个实体之间的关系。然后,您可以遍历A节点的两个步骤,并查看 B 节点出现的位置,并过滤出 C 节点这样。下面是这种方法的一些代码:

  Set< Node> found = new HashSet< Node>(); 
for(关系firstRel:a1.getRelationships(Reltypes.x,Direction.OUTGOING))
{
节点cNode = firstRel.getEndNode();
for(relationship secondRel:cNode.getRelationships(Reltypes.y,Direction.INCOMING))
{
Node bNode = secondRel.getStartNode();
if(bNode.equals(b1))
{
found.add(cNode);
休息;
}
}
}

另一种方法是开始两个线程可以扫描任何一方的关系。第三种方法是创建一个专门的索引来帮助回答这种查询,这显然会影响插入性能。


Is there an efficient way with given two nodes to find a set of their common nodes (with defined relationships).

For example, having nodes A1, B1, C1-C4 connected with relationships x and y:

A1 --x--> C1
A1 --x--> C2
A1 --x--> C3
B1 --y--> C2
B1 --y--> C3
B1 --y--> C4

a common node set for A1(x) and B1(y) would be [C2, C3].

解决方案

In many cases the structure of the domain can be leveraged to improve performance. Let's say that you know that in general your A entities have less x relationships compared to the number of y relationships on the B entities. Then you could traverse two steps from the A node and see where the B node shows up, and filter out the C nodes this way. Here's some code for this approach:

Set<Node> found = new HashSet<Node>();
for ( Relationship firstRel : a1.getRelationships( Reltypes.x, Direction.OUTGOING ) )
{
    Node cNode = firstRel.getEndNode();
    for ( Relationship secondRel : cNode.getRelationships( Reltypes.y, Direction.INCOMING ) )
    {
        Node bNode = secondRel.getStartNode();
        if ( bNode.equals( b1 ) )
        {
            found.add( cNode );
            break;
        }
    }
}

Another way would be to start two threads that scan the relationships from either side.

A third approach would be to create a specialized index that would help answering this kind of queries, which would obviously hurt insert performance.

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