Karmazen & Oliver wrote:Uri Blass wrote:You are going to find nothing about knowledge by fixed depth because different engines search different lines at fixed depth.
Rybka clearly see more tactics at what she calls small depth so fixed depth shows nothing about strength of the evaluation of the engine.
Here is an example
I believe that Rybka finds b4 with a positive score thanks to search and not thanks to evaluation
Rybka 3 1-cpu 32-bit - so k
[d]4k3/pppp1p2/8/b4p2/P3P3/2PP4/1P3PPP/4K3 w - - 0 1
Analysis by Rybka 3 1-cpu 32-bit :
1.b2-b4
± (0.86) Depth: 1 00:00:00
1.b2-b4 f5xe4
± (0.86) Depth: 1 00:00:00
(so k, 05.09.2008)
Uri
I think that you are very confuse... sorry me but:
do apologize, but for that you think that that play doesn't bear evaluation?
if I was programmer, one of the first watchwords to evaluate serious good movements that besides maximizing the I number of stalls that attack my pieces, my plays they will be good if they minimize the reach of the rival's pieces, evidently b4 for that besides winning space (knowledge?), do you attack a contrary piece, (do think like a single play), does the engine think: " if it doesn't move it, I eat up it... ; -) and if it moves it... their bishop threatens less stalls and peon increases his dynamic value...
in the following play, the thought repeats, rybka will have programmed that it should attack to the pieces rivals so that they don't have available plays, (knowledge lives), using the proverb: "if it is bad for my enemy, it will be good for my"...
all that is knowledge.
also... continue reading the following one post. for that sorpredentemente, although rybka wins in almost all the parties, depending the knowledge of the engine, it takes him more time in plays, to be able to win it.
ok? see:
http://img143.imageshack.us/my.php?imag ... ctiur1.jpg
The point is not only the move
Rybka already see that it wins the bishop at depth 1
other programs do not see it.
It cannot be result of evaluation and is clearly result of search.
Rybka search more lines when you tell it to search depth 1.
You cannot tell rybka to search depth 0 or depth -1 or depth -2 under Fritz gui but it is possible to do it under console mode
uci
id name Rybka 3 32-bit
id author Vasik Rajlich, Larry Kaufman
option name UCI_Query type button
option name Hash type spin min 2 max 4096 default 32
option name Max CPUs type spin min 1 max 2048 default 2048
option name NalimovPath type string default <empty>
option name NalimovCache type spin min 1 max 256 default 1
option name NalimovUsage type combo default Rarely var Frequently var Normally v
ar Rarely var Never
option name Preserve Analysis type check default false
option name Clear Hash type button
option name Saved Hash File type string default <empty>
option name Save Hash type button
option name Load Hash type button
option name Persistent Hash Enabled type check default false
option name Persistent Hash File type string default <empty>
option name Persistent Hash Play Depth type spin default 64 min 8 max 64
option name Persistent Hash Write Depth type spin default 10 min 8 max 64
option name Persistent Hash Size type spin default 16 min 8 max 65536
option name Persistent Hash Reset type button
option name Persistent Hash Resize type button
option name Persistent Hash Merge File type string default <empty>
option name Persistent Hash Do Merge type button
option name Ponder type check default false
option name MultiPV type spin default 1 min 1 max 100
option name MultiPV_cp type spin default 32768 min 0 max 32768
option name Contempt Play type spin default 15 min -250 max 250
option name Contempt Analyze type spin default 0 min -250 max 250
option name UCI_LimitStrength type check default false
option name UCI_Elo type spin default 1200 min 1200 max 2400
option name UCI_EngineAbout type string default
www.rybkachess.com
option name Time Buffer type spin default 0 min 0 max 900
uciok
position fen 4k3/pppp1p2/8/b4p2/P3P3/2PP4/1P3PPP/4K3 w - - 0 1
go depth -2
info depth 1 score cp 52 time 1 nodes 2 nps 2048 pv e4f5
info depth -2 time 1 nodes 4 nps 4096
bestmove e4f5 ponder a5c3