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Subject: Re: Crafty endgame position

Author: Uri Blass

Date: 13:57:14 04/07/02

Go up one level in this thread


On April 07, 2002 at 14:52:21, Terry McCracken wrote:

>On April 07, 2002 at 14:41:20, Mike Hood wrote:
>
>>On April 07, 2002 at 14:23:46, Terry McCracken wrote:
>>
>>>On April 07, 2002 at 11:57:18, Robert Hyatt wrote:
>>>
>>>>On April 07, 2002 at 10:41:27, Michael Fuhrmann wrote:
>>>>
>>>>>[D] 1b6/8/8/7p/6k1/6P1/8/6K1 w - - 0 1
>>>>>
>>>>>Crafty, without tablebases, scores this as about -4.5 for white. Shouldn't the
>>>>>score be 0.0?
>>>>
>>>>
>>>>This excites some sort of bug that I haven't seen.  the static evaluation for
>>>>this position is 0.00, but the search produces some sort of position where the
>>>>draw recognition fails...
>>>>
>>>>I'll look at it...
>>>
>>>Don't be too hard on yourself Dr. Hyatt, Fritz 7 although close to accurate
>>>gives an eval of -0.81 pawns and Shredder is a little worse than Crafty at
>>>-4.96, well Chess Tiger 14.0 is "out to lunch" between -12 to -11+ pawns!
>>>
>>>Sorry Christophe! You need to fix this problem before you release Chess Tiger
>>>15.0.
>>>
>>>Terry
>>
>>This is a matter of opinion. I think that today's chess programmers have the
>>right to assume the use of 5-piece tablebases. The time spent tweaking the
>>algorithms for cases like this would be better spent on writing better
>>algorithms for middlegame analysis.
>>
>>But it's the programmer's own decision. Maybe he wants to solve this problem
>>anyway for the sake of his own intellectual achievement.
>
>
>It is my opinion, but I feel _all_ aspects of the game need to be thoroughly
>covered, Opening, Middlegame, and Endgame.
>
>It's a _tough_ job but I feel it needs to be done.
>
>Terry

Non tablebase position seems to be more important and the general rule says
that the stronger side has chances to win in similiar positions that are not
tablebases positions.

A program that says by static evaluation without tablebases 0.00 may say 0.00
also in the following position rhat is not a draw.

[D]1b6/8/8/7p/7P/6Pk/8/6K1 w - - 0 1

Uri



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