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The mutilated chessboard Unsuccessful solution to the mutilated chessboard problem: as well as the two corners, two center squares remain uncovered. The mutilated chessboard problem is a tiling puzzle posed by Max Black in 1946 that asks: Suppose a standard 8×8 chessboard (or checkerboard) has two diagonally opposite corners removed, leaving ...
ISBN 1-879479-33-8. A general overview of chess problems, including an extensive A–Z of themes and terms, and 460 problems. Widely regarded as the best single-volume work in English on the subject. Velimirovic, Milan and Valtonen, Kari (2012), The definitive book - Encyclopedia of Chess Problems: Themes and Terms, Chess Informant.
Authors with five books or more have a sub-section title on their own, to increase the usability of the table of contents. When a book was written by several authors, it is listed once under the name of each author. See: List of chess books (A–F) List of chess books (G–L) List of chess books (M–S) List of chess books (T–Z)
This is a list of chess books that are used as references in articles related to chess. The list is organized by alphabetical order of the author's surname, then the author's first name, then the year of publication, then the alphabetical order of title.
Profile of Thompson found in his Chess Problems book. Theophilus Augustus Thompson (April 21, 1855 - Oct 12, 1881) is the earliest documented African-American chess expert recognized in the United States. [1] In addition to competing in tournaments, he wrote a book Chess Problems: Either to Play and Mate published in 1873.
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Dawson published his first problem, a two-mover, in 1907. His chess problem compositions include 5,320 fairies, 885 directmates, 97 selfmates, and 138 endings. 120 of his problems have been awarded prizes and 211 honourably mentioned or otherwise commended. He cooperated in chess composition with Charles Masson Fox.
Although the two sides cooperate, all moves must be legal according to the rules of chess. The example problem illustrated is a helpmate in 8 (or h#8) by Zdravko Maslar, published in Die Schwalbe in 1981. The solution is (recall that in helpmate solutions, Black's move is given first): 1. Kf3 Kd3 2. Bb3 Kc3 3. Ke4+ Kd2 4. Kd4 Ke2 5. Kc3 Sb4 6 ...