Author: Timothy J. Frohlick
Date: 09:39:31 02/02/01
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On February 02, 2001 at 12:10:58, James T. Walker wrote: >On February 02, 2001 at 03:19:14, Timothy J. Frohlick wrote: > >>On February 02, 2001 at 01:28:59, Jouni Uski wrote: >> >>>[D]8/6kn/3B3p/5K1B/8/8/8/8 b - - >>> >>>resign 1-0! Why? Is this really white's win? >>> >>>JouniDate: 1/2/2001 >> >>Jouni, >> >>Gambit Tiger without tablebases solves this as a mate in 46 in 26 minutes on a >>PII 333 with 48 Megs Hash. >> >>1... Ng5 2. Bc5 Nf7 3. Bd4+ Kf8 4. Kf6 Ng5 5. Bc5+ Kg8 6. Kf5 Nf7 7. Be7 Ng5 8. >>Bb4 Nf7 9. Kg6 Ne5+ 10. Kf6 Nd7+ 11. Ke7 Ne5 12. Bc3 Nc6+ 13. Ke8 Kh7 14. Kf7 >>Ne5+ 15. Kf6 Nc6 16. Bf3 Nd8 17. Bb4 h5 18. Be4+ Kh8 19. Be7 Nc6 20. Bxc6 Kh7 >>21. Be4+ Kg8 22. Kg6 Kh8 23. Bd5 h4 24. Bf6# >> >> >>1-0 >> >>Maybe tablebases are not all that great after all. They don't always find the >>shortest solution to a problem. >> >>Tim Frohlick > >Why mate in 46 and then you give a mate in 24 line? I believe the "mate in 46" >is true as Shredder 5 finds a mate in 47 (maybe a difference in terms) but where >did the above line which is 24 moves come from? >Jim Jim, Mate in 46 ply or 23 moves that is. I do believe that this is the shortest mate. It sounds better to say the bigger number even though that is not how you claim "mate in". What I did to solve the above problem was to let GT run out to 14 or 15 ply seaarches and hand-pick the end move. It seems that the "horizon effect" can be partially eliminated by this method. In addition, I think that GT would not even get to a 46 ply search in a week of searching on a 333 Pentium II. The intelligent way to solve these long mate problems without a tablebase is to do what I have done. It is not "Green" ie environmentally friendly to let one's computer run for days just to solve one chess problem.. N'est pas? Tim "Save the Electrons" Frohlick
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