Rob,
  Is it possible for me to install a debug version PAMI on Mira? I read the InstallReadme*_BGQ.txt. It is quite complex and and looks I need root privilege.
  If it is possible, I can profile the code further.

--Junchao Zhang


On Mon, Jul 7, 2014 at 10:19 AM, Rob Latham <robl@mcs.anl.gov> wrote:


On 07/03/2014 04:45 PM, Jeff Hammond wrote:
PAMI is open-source via https://repo.anl-external.org/repos/bgq-driver/.

I believe ALCF has already reported this bug but you can contact
support@alcf.anl.gov for an update.

in a nice bit of circular logic, ALCF keeps trying to close that ticket saying "this is being discussed on the MPICH list".

Specifically to Jeff's point, the PAMI things are in bgq-VERSION-gpl.tar.gz

Junchao: you can find the implementation of PAMI_Geometry_create_taskrange in comm/sys/pami/api/c/pami.cc, but all it does is immediately call the objects' create_taskrange' member function, so now you have to find where *that* is...

==rob



Best,

Jeff

On Thu, Jul 3, 2014 at 2:41 PM, Junchao Zhang <jczhang@mcs.anl.gov> wrote:
Hi, Sam,
   I wrote micro-benchmarks for MPI_Comm_split/dup. My profiling results
suggested the problem lies in a IBM PAMI library call,
PAMI_Geometry_create_taskrange().  Unfortunately, I don't have access to the
PAMI source code and don't know why. I reported it to IBM and hope IBM will
fix it.
   Alternatively, you can set an environment variable PAMID_COLLECTIVES=0 to
disables pami collectives. My tests showed it at least fixed the scalability
problem of Comm_split and Comm_dup.
   Also through profiling, I found the qsort() called in MPICH code is
actually using the merge sort algorithm in Mira's libc library.



--Junchao Zhang


On Sat, May 17, 2014 at 9:06 AM, Sam Williams <swwilliams@lbl.gov> wrote:

I've been conducting scaling experiments on the Mira (Blue Gene/Q) and K
(Sparc) supercomputers.  I've noticed that the time required for
MPI_Comm_split and MPI_Comm_dup can grow quickly with scale (~P^2).  As
such, its performance eventually becomes a bottleneck.  That is, although
the benefit of using a subcommunicator is huge (multigrid solves are
weak-scalable), the penalty of creating one (multigrid build time) is also
huge.

For example, when scaling from 1 to 46K nodes (= cubes of integers) on
Mira, the time (in seconds) required to build a MG solver (including a
subcommunicator) scales as
222335.output:   Total time in MGBuild      0.056704
222336.output:   Total time in MGBuild      0.060834
222348.output:   Total time in MGBuild      0.064782
222349.output:   Total time in MGBuild      0.090229
222350.output:   Total time in MGBuild      0.075280
222351.output:   Total time in MGBuild      0.091852
222352.output:   Total time in MGBuild      0.137299
222411.output:   Total time in MGBuild      0.301552
222413.output:   Total time in MGBuild      0.606444
222415.output:   Total time in MGBuild      0.745272
222417.output:   Total time in MGBuild      0.779757
222418.output:   Total time in MGBuild      4.671838
222419.output:   Total time in MGBuild     15.123162
222420.output:   Total time in MGBuild     33.875626
222421.output:   Total time in MGBuild     49.494547
222422.output:   Total time in MGBuild    151.329026

If I disable the call to MPI_Comm_Split, my time scales as
224982.output:   Total time in MGBuild      0.050143
224983.output:   Total time in MGBuild      0.052607
224988.output:   Total time in MGBuild      0.050697
224989.output:   Total time in MGBuild      0.078343
224990.output:   Total time in MGBuild      0.054634
224991.output:   Total time in MGBuild      0.052158
224992.output:   Total time in MGBuild      0.060286
225008.output:   Total time in MGBuild      0.062925
225009.output:   Total time in MGBuild      0.097357
225010.output:   Total time in MGBuild      0.061807
225011.output:   Total time in MGBuild      0.076617
225012.output:   Total time in MGBuild      0.099683
225013.output:   Total time in MGBuild      0.125580
225014.output:   Total time in MGBuild      0.190711
225016.output:   Total time in MGBuild      0.218329
225017.output:   Total time in MGBuild      0.282081

Although I didn't directly measure it, this suggests the time for
MPI_Comm_Split is growing roughly quadratically with process concurrency.




I see the same effect on the K machine (8...64K nodes) where the code uses
comm_split/dup in conjunction:
run00008_7_1.sh.o2412931:   Total time in MGBuild      0.026458 seconds
run00064_7_1.sh.o2415876:   Total time in MGBuild      0.039121 seconds
run00512_7_1.sh.o2415877:   Total time in MGBuild      0.086800 seconds
run01000_7_1.sh.o2414496:   Total time in MGBuild      0.129764 seconds
run01728_7_1.sh.o2415878:   Total time in MGBuild      0.224576 seconds
run04096_7_1.sh.o2415880:   Total time in MGBuild      0.738979 seconds
run08000_7_1.sh.o2414504:   Total time in MGBuild      2.123800 seconds
run13824_7_1.sh.o2415881:   Total time in MGBuild      6.276573 seconds
run21952_7_1.sh.o2415882:   Total time in MGBuild     13.634200 seconds
run32768_7_1.sh.o2415884:   Total time in MGBuild     36.508670 seconds
run46656_7_1.sh.o2415874:   Total time in MGBuild     58.668228 seconds
run64000_7_1.sh.o2415875:   Total time in MGBuild    117.322217 seconds


A glance at the implementation on Mira (I don't know if the implementation
on K is stock) suggests it should be using qsort to sort based on keys.
Unfortunately, qsort is not performance robust like heap/merge sort.  If one
were to be productive and call comm_split like...
MPI_Comm_split(...,mycolor,myrank,...)
then one runs the risk that the keys are presorted.  This hits the worst
case computational complexity for qsort... O(P^2).  Demanding programmers
avoid sending sorted keys seems unreasonable.


I should note, I see a similar lack of scaling with MPI_Comm_dup on the K
machine.  Unfortunately, my BGQ data used an earlier version of the code
that did not use comm_dup.  As such, I can’t definitively say that it is a
problem on that machine as well.

Thus, I'm asking for scalable implementations of comm_split/dup using
merge/heap sort whose worst case complexity is still PlogP to be prioritized
in the next update.


thanks
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--
Rob Latham
Mathematics and Computer Science Division
Argonne National Lab, IL USA
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