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MatPlus.Net  Forum General Good doubled pawns |
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| | | (1) Posted by Hauke Reddmann [Tuesday, Oct 14, 2008 11:16] | Good doubled pawns
Does anyone know a study where White wins due to his doubled pawns,
i.e. moving one of the guys to a neighbor file would make the
breakthrough (or whatever, but that I'd like best) impossible
(if a try exists where it comes to this situation it would be
even better)?
Or have a mathematic proof this can't be?
Hauke
| | | (2) Posted by Sarah Hornecker [Tuesday, Oct 14, 2008 13:12] |
 (= 3+2 )
Nikolai Dmitrievich Grigoriev
"64" 1932 (2), 1st prize
Win
1.Kg3 Ke3 2.h4 Ke4 3.Kg4 Ke5 4.Kg5 Ke5 5.h5! Kf3 6.Kf5! wins
1. ... Kf1 2.h4 g6 3.Kf4! Kg2 4.h5! gxh5 5.h4 wins
Well, it's not exactly what you search for...
| | | (3) Posted by Georgy Evseev [Tuesday, Oct 14, 2008 14:38]; edited by Georgy Evseev [08-10-14] |
 (= 5+3 )
I am not sure this is what was asked for, but anyway:
1.g3! =
Move white pawn g2 to almost any other square (destroying tripled pawns) and white will lose.
| | | (4) Posted by Hauke Reddmann [Wednesday, Oct 15, 2008 14:34] |
No, doesn't fit the bill.
I more thought of this classic situation (Nalimov-C+):
Ka1 Ph6 Ph5 - Kf6 Pf7 Pe7. Black to move, White wins.
Move the Ph5 to g5 and White loses.
Hauke
| | | (5) Posted by Sarah Hornecker [Wednesday, Oct 15, 2008 16:12] |
1.g5xf6 checkmate :-)
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