我有一个非常简单的示例图,正在尝试进行深度优先查询.假设图形边缘看起来像这样
I have a very simple example graph which I am trying to get a depth first query on. Let's say the graph edges look like this
A->B A->C B->D B->E C->F C->G从A开始的深度优先搜索应返回
A depth first search from A should return
A-B-D-E-C-F-G但是如果我能得到以下命令,那就更好了
But if I could get the below order it would be even better
D-E-B-A-F-G-C-A如何创建将输出此订单的Gremlin查询?如果我做这样的事情
How can I create a Gremlin query that will output this order? If I do something like this
g.V('A').repeat(outE().inV()).emit()我得到的A,B,C,D,E,F,G的订单优先.我不知道如何从上面得到想要的订单.
I get an order of A,B,C,D,E,F,G which is breadth first. I can't work out how to get the order I want above.
推荐答案为其他人复制,下面是示例图:
For others to reproduce, here's the sample graph:
g = TinkerGraph.open().traversal() g.addV().property(id, 'A'). addV().property(id, 'B'). addV().property(id, 'C'). addV().property(id, 'D'). addV().property(id, 'E'). addV().property(id, 'F'). addV().property(id, 'G'). addE('link').from(V('A')).to(V('B')). addE('link').from(V('A')).to(V('C')). addE('link').from(V('B')).to(V('D')). addE('link').from(V('B')).to(V('E')). addE('link').from(V('C')).to(V('F')). addE('link').from(V('C')).to(V('G')).iterate()
从A开始的深度优先搜索应返回
A depth first search from A should return
A-B-D-E-C-F-G
gremlin> g.V('A').repeat(out('link')).until(__.not(outE('link'))).path(). unfold().dedup().id().fold() ==>[A,B,D,E,C,F,G]
但是如果我能得到以下命令,那就更好了
But if I could get the below order it would be even better
D-E-B-F-G-C-A
这有点像是从后面卷起的小路.这很棘手,但可行:
This one is kinda rolling up the paths from behind. It's tricky, but doable:
gremlin> g.V('A'). repeat(outE('link').aggregate('edges').inV()). until(__.not(outE('link'))). flatMap( union(identity(), repeat(inE('link').where(within('edges')).as('current'). map(select('edges').unfold(). where(neq('current').and(without('done'))). outV().where(without('ad')).fold()).as('bl'). select(last, 'current').store('done'). filter(outV().where(without('bl').and(without('ad')))). outV().store('ad')). emit())). id().fold() ==>[D,E,B,F,G,C,A]但是,仅获取路径并在应用程序端进行排序可能要容易得多.
However, it's probably a lot easier to just get the paths and do the ordering on the application side.
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