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Subject: Re: Here are some actual numbers

Author: Vincent Diepeveen

Date: 04:49:59 04/16/03

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On April 16, 2003 at 03:39:36, Tony Werten wrote:

>On April 16, 2003 at 00:07:21, Robert Hyatt wrote:
>
>>On April 15, 2003 at 04:54:11, Tony Werten wrote:
>>
>>>On April 14, 2003 at 17:43:12, Robert Hyatt wrote:
>>>
>>>>On April 14, 2003 at 17:15:41, Vincent Diepeveen wrote:
>>>>
>>>>>On April 13, 2003 at 22:39:39, Robert Hyatt wrote:
>>>>>
>>>>>>On April 13, 2003 at 11:49:28, Vincent Diepeveen wrote:
>>>>>>
>>>>>>>On April 13, 2003 at 11:27:53, Robert Hyatt wrote:
>>>>>>>
>>>>>>>I said initially. It drops back to 10 splits a second in DIEP after a while.
>>>>>>>Search depth matters.
>>>>>>>
>>>>>>>Let's compare 2 things.
>>>>>>>
>>>>>>> time=45.98  cpu=464%  mat=0  n=37870294  fh=88%  nps=823k
>>>>>>> ext-> chk=638414 cap=249442 pp=9588 1rep=32966 mate=223
>>>>>>> predicted=0  nodes=37870294  evals=14565859
>>>>>>> endgame tablebase-> probes done=0  successful=0
>>>>>>> hashing-> trans/ref=28%  pawn=93%  used=28%
>>>>>>> SMP->  split=431  stop=57  data=6/64  cpu=3:33  elap=45.98
>>>>>>>
>>>>>>>MT 2  crafty 18.10 which i have here. 431 splits at 45 seconds. I guess you must
>>>>>>>limit in crafty the number of splits a lot as splitting is expensive in crafty
>>>>>>>when compared to the costs of a single node.
>>>>>>
>>>>>>I'm not sure how expensive it is compared to a node.  I'll run a test where
>>>>>>I do the split overhead at every node to compare, however...
>>>>>>
>>>>>>
>>>>>>
>>>>>>I don't limit them at all.  The only limit is the YBW algorithm.  But I split
>>>>>>at the root also, which reduces them signficantly...
>>>>>
>>>>>I can split at the root nowadays, but i have turned it off for diep. it gives
>>>>>too poor speedup for me. The interesting thing which searching SMP can give is
>>>>>transpositions at a big depth which possibly are overwritten by a sequential
>>>>>search. i don't want to miss them.
>>>>
>>>>Maybe you don't split at the root correctly.  I limit this with some intelligent
>>>>guesswork, so that if it appears that I might change my mind this iteration,
>>>>then
>>>>I don't split at the root until I have searched all moves that I think might
>>>>replace
>>>>the best move...
>>>
>>>Just trying to understand. Are you talking about the case where the best move in
>>>the root got a fail low ?
>>
>>No.  I search the first move with all processors for obvious reasons.  I search
>>the next "N" the same way, where "N" is set by trying to figure out how many
>>moves _might_ become a new best move (I discover this by looking at the node
>>counts for each move after an iteration ends.  If any are close to (or bigger
>>than) the node count for the first move, then they deserve special parallel
>>searching one at a time, before I split at the root and search a root move
>>with only one processor (which will take longer).
>
>Hmm, I thought I finally understood this crap. Isn't splitting at the root the
>most desireable situation ? If you have (after bestmove) 2 moves that deserve
>special attention, why not search them parallel. Most of the time they will not
>give a failhigh anyway.

Ideal for the PV is splitting at realply == 2 and ideal for all non-pv moves is
doing parallel search at realply == 3.

Best regards,
Vincent

>Tony
>
>>
>>>
>>>When that happens, your testresults indicate that's it's better to split lower
>>>than to search 2 rootmoves parallel in order to get an established score asap ?
>>>( So not breaking off seacrh when 1 gets a first failhigh, but only when the
>>>score is resolved )
>>>
>>>Tony
>>>
>>>>
>>>>
>>>>>



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