Re: Minimum superstep time

2012-11-27 Thread Sebastian Schelter
Are the vertices which are active in supersteps dependent on each other? If this is not the case, you could try to execute the messaging simultaneously. Could you give a little more details about the problem, which you are trying to solve? /s On 27.11.2012 19:07, Jonathan Bishop wrote: Hi,

Re: Minimum superstep time

2012-11-27 Thread Jonathan Bishop
Sebastian, I am evaluating a directed acyclic graph (DAG). So the vertices in one superstep are not dependent on each other, only upon their predecessors. What do you mean execute the messaging simultaneously? I am simply using BasicVertex.sendMsg() during BasicVertex.compute(). Is there another