Hi Joseph,

There seems to be no improvement if I run it with more partitions or bigger 
depth:
N = 6 Avg time: 13.491579108666668
N = 7 Avg time: 8.929480508
N = 8 Avg time: 14.507123471999998
N= 9 Avg time: 13.854871645333333

Depth = 3
N=2 Avg time: 8.853895346333333
N=5 Avg time: 15.991574924666667

I also measured the bandwidth of my network with iperf. It shows 247Mbit/s. So 
the transfer of 12M array of double message should take 64 * 12M/247M~3.1s. 
Does this mean that for 5 nodes with treeaggreate of depth 1 it will take 
5*3.1~15.5 seconds?

Best regards, Alexander
From: Joseph Bradley [mailto:jos...@databricks.com]
Sent: Wednesday, October 14, 2015 11:35 PM
To: Ulanov, Alexander
Cc: dev@spark.apache.org
Subject: Re: Gradient Descent with large model size

For those numbers of partitions, I don't think you'll actually use tree 
aggregation.  The number of partitions needs to be over a certain threshold (>= 
7) before treeAggregate really operates on a tree structure:
https://github.com/apache/spark/blob/9808052b5adfed7dafd6c1b3971b998e45b2799a/core/src/main/scala/org/apache/spark/rdd/RDD.scala#L1100

Do you see a slower increase in running time with more partitions?  For 5 
partitions, do you find things improve if you tell treeAggregate to use depth > 
2?

Joseph

On Wed, Oct 14, 2015 at 1:18 PM, Ulanov, Alexander 
<alexander.ula...@hpe.com<mailto:alexander.ula...@hpe.com>> wrote:
Dear Spark developers,

I have noticed that Gradient Descent is Spark MLlib takes long time if the 
model is large. It is implemented with TreeAggregate. I’ve extracted the code 
from GradientDescent.scala to perform the benchmark. It allocates the Array of 
a given size and the aggregates it:

val dataSize = 12000000
val n = 5
val maxIterations = 3
val rdd = sc.parallelize(0 until n, n).cache()
rdd.count()
var avgTime = 0.0
for (i <- 1 to maxIterations) {
  val start = System.nanoTime()
  val result = rdd.treeAggregate((new Array[Double](dataSize), 0.0, 0L))(
        seqOp = (c, v) => {
          // c: (grad, loss, count)
          val l = 0.0
          (c._1, c._2 + l, c._3 + 1)
        },
        combOp = (c1, c2) => {
          // c: (grad, loss, count)
          (c1._1, c1._2 + c2._2, c1._3 + c2._3)
        })
  avgTime += (System.nanoTime() - start) / 1e9
  assert(result._1.length == dataSize)
}
println("Avg time: " + avgTime / maxIterations)

If I run on my cluster of 1 master and 5 workers, I get the following results 
(given the array size = 12M):
n = 1: Avg time: 4.555709667333333
n = 2 Avg time: 7.059724584666667
n = 3 Avg time: 9.937117377666667
n = 4 Avg time: 12.687526233
n = 5 Avg time: 12.939526129666667

Could you explain why the time becomes so big? The data transfer of 12M array 
of double should take ~ 1 second in 1Gbit network. There might be other 
overheads, however not that big as I observe.
Best regards, Alexander

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