J. Konikowski, R. Ullrich - The King's Indian Attack... Properly Played (K-5645)

K-5645

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Any player who prefers to rely on main lines will be weil acquainted with the problem of the sheer masses of opening theory. And as they do not stop growing, there's always the risk that sooner or later they will grow over one's head.

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Data sheet

Language versionsEnglish
Author / AuthorsJerzy Konikowski, Robert Ullrich
PublisherJoachim Beyer Verlag
Year of Publication1st edition 2018
Pages299
ISBN9783959209748
HardcoverNo
PaperbackYes
DownloadableNo
Width15 cm / 5.90 inch
Height21 cm / 8.27 inch

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Therefore, the wish for a simpler approach is understandable. The wish for an opening that does not necessarily aim for the earliest possible advantage. The wish for general conditions which ensure that the beginning of the game can be carried out without great risks and that the actual combat action begins in the middle game.

And, indeed, such an opening does exist - the so-called 'King's Indian Attack'. It ofters a strategically interesting approach to the treatment of the opening which allows one to avoid all elaborate lines. In a simplified way one might call it: a lid that fits every pot. White initially only puts the king's pawn in the center. Then he turns it into a very solid central bridgehead and develops his forces in the spirit of the 'King's Indian Defence'. And what happens next depends on the defence that Black is going to choose.

And far from being 'second-rate stuft', this opening must be taken very seriously. This becomes clear after a look at which top players have or had it in their repertoire. We only want to mention (representative of many others) the reigning World Champion Magnus Carlsen and the former World Champion Mikhail Botvinnik right now. Hear about others in the book.

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J. Konikowski, R. Ullrich - The King's Indian Attack... Properly Played (K-5645)

J. Konikowski, R. Ullrich - The King's Indian Attack... Properly Played (K-5645)

Any player who prefers to rely on main lines will be weil acquainted with the problem of the sheer masses of opening theory. And as they do not stop growing, there's always the risk that sooner or later they will grow over one's head.