Checkmate (often shortened to mate) is a game position in chess (and in other board games of the chaturanga family) in which a player's king is in check (threatened with capture) and there is no way to remove the threat. Checkmating the opponent wins the game.
In chess the king is never actually captured – the game ends as soon as the king is checkmated. In master and serious amateur play, most players resign an inevitably lost game before being checkmated, and it is considered bad etiquette to continue playing in a completely hopeless position.
If a player is not in check but has no legal move, then it is stalemate, and the game immediately ends in a draw. A checkmating move is recorded in algebraic notation using the hash symbol (#) – for example, 34.Qh8#.
- 1 Examples
- 2 Etymology
- 3 History
- 4 Two major pieces
- 5 Basic checkmates
- 6 Common checkmates
- 7 Rare checkmates
- 8 See also
- 9 Bibliography
- 10 References
|This article uses algebraic notation to describe chess moves.|
A checkmate may occur in as few as two moves with all of the pieces still on the board (as in Fool's mate, in the opening phase of the game), in a middlegame position (as in the 1956 game called the Game of the Century between Donald Byrne and Bobby Fischer), or after many moves with as few as three pieces in an endgame position.
The term checkmate is, according to the Barnhart Etymological Dictionary, an alteration of the Persian phrase "shāh māt" (شاه مات) which means, literally, "the King is helpless". Others maintain that it means "the King is dead", as chess reached Europe via the Islamic world, and Arabic māta (مَاتَ) means "died" or "is dead". However, in the Pashto language (an Iranian language), the word māt (مات) still exists, meaning "destroyed, broken".
Moghadam traced the etymology of the word mate. It comes from a Persian verb mandan (ماندن), meaning "to remain", which is cognate with the Latin word maneō and the Greek menō (μενω, which means "I remain"). It means "remained" in the sense of "abandoned" and the formal translation is "surprised", in the military sense of "ambushed". "Shāh" (شاه) is the Persian word for the monarch. Players would announce "Shāh" when the king was in check. "Māt" (مات) is a Persian adjective for "at a loss", "helpless", or "defeated". So the king is in mate when he is ambushed, at a loss, helpless, defeated, or abandoned to his fate.
In early Sanskrit chess (c. 500–700) the king could be captured and this ended the game. The Persians (c. 700–800) introduced the idea of warning that the king was under attack (announcing check in modern terminology). This was done to avoid the early and accidental end of a game. Later the Persians added the additional rule that a king could not be moved into check or left in check. As a result, the king could not be captured, and checkmate was the only decisive way of ending a game.
Before about 1600 the game could also be won by capturing all of the opponent's pieces, leaving just a bare king. This style of play is now called annihilation or robado. In Medieval times players began to consider it nobler to win by checkmate, so annihilation became a half-win for a while, until it was abandoned.
Two major pieces
Two major pieces (queens or rooks) can easily force checkmate on the edge of the board. The process is to put the two pieces on adjacent ranks or files and gradually force the king to the side of the board, where one piece keeps the king on the edge of the board while the other delivers checkmate. In the illustration, white checkmates by forcing the black king to the edge, one row at a time. The same process can also be used to checkmate with two rooks, or with two queens.
There are four fundamental checkmates when one side has only his king and the other side has only the minimum material needed to force checkmate, i.e. (1) one queen, (2) one rook, (3) two bishops on opposite-colored squares, or (4) a bishop and a knight. The king must help in accomplishing all of these checkmates. If the superior side has more material, checkmates are easier.
The checkmate with the queen is the most common, and easiest to achieve. It often occurs after a pawn has queened. A checkmate with the rook is also common, but a checkmate with the two bishops or with a bishop and knight only occur relatively infrequently. The two bishop checkmate is fairly easy to accomplish, but the bishop and knight checkmate is difficult and requires precision.
King and queen
The first two diagrams show representatives of the basic checkmate positions with a queen, which can occur on any edge of the board. Naturally, the exact position can vary from the diagram. In the first of the checkmate positions, the queen is directly in front of the opposing king and the white king is protecting its queen. In the second checkmate position, the kings are in opposition and the queen mates on the rank (or file) of the king.
With the side with the queen to move, checkmate can be forced in at most ten moves from any starting position, with optimal play by both sides, but usually fewer moves are required. In positions in which a pawn has just promoted to a queen, at most nine moves are required.
In the position at left, White checkmates by confining the black king to a rectangle and shrinking the rectangle to force the king to the edge of the board:
- 1. Qf6 Kd5 2. Qe7 Kd4 3. Kc2 Kd5 4. Kc3 Kc6 5. Kc4 Kb6 6. Qd7 Ka6 7. Qb5+ Ka7 8. Kc5 Ka8 9. Kc6 Ka7 10. Qb7#.
|Wikibooks has a book on the topic of: Chess/The Endgame|
The superior side must be careful to not stalemate the opposing king, whereas the defender would like to get into such a position. There are two general types of stalemate positions that can occur, which the stronger side must avoid.
King and rook
The first diagram shows the basic checkmate position with a rook, which can occur on any edge of the board. The black king can be on any square on the edge of the board, the white king is in opposition to it, and the rook can check from any square on the rank or file (assuming that it can not be captured). The second diagram shows a slightly different position where the kings are not in opposition but the defending king must be in a corner.
With the side with the rook to move, checkmate can be forced in at most sixteen moves from any starting position. Again, see Wikibooks – Chess/The Endgame for a demonstration of how the king and rook versus king mate is achieved.
In the third diagram position, White checkmates by confining the black king to a rectangle and shrinking the rectangle to force the king to the edge of the board:
- 1. Kd3+ Kd5 2. Re4 Kd6 3. Kc4! Kc6 4. Re6+ Kc7 5. Kc5 Kd7 6. Kd5 Kc7 7. Rd6 Kb7 8. Rc6 Ka7 9. Kc5 Kb7 10. Kb5 Ka7 11. Rb6 Ka8 12. Kc6 Ka7 13. Kc7 Ka8 14. Ra6# (second checkmate position, rotated).
There are two stalemate positions:
King and two bishops
Here are the two basic checkmate positions with two bishops (on opposite-colored squares), which can occur in any corner. (Two or more bishops on the same color, which could occur because of pawn underpromotion, cannot checkmate.) The first is a checkmate in the corner. The second position is a checkmate in a side square next to the corner square. With the side with the bishops to move, checkmate can be forced in at most nineteen moves. If the side with the bishops is to move, they can force checkmate except in some very rare positions.
It is not too difficult for two bishops to force checkmate, with the aid of their king. Two principles apply:
- The bishops are best when they are near the center of the board and on adjacent diagonals. This cuts off the opposing king.
- The king must be used aggressively, in conjunction with the bishops.
In the position from Seirawan, White wins by first forcing the black king to the side of the board, then to a corner, and then checkmates. It can be any side of the board and any corner. The process is:
- 1. Ke2 Ke4 (Black tries to keep his king near the center) 2. Be3 Ke5 (forcing the king back, which is done often) 3. Kd3 Kd5 4. Bd4 Ke6 5. Ke4 Kd6 (Black tries a different approach to stay near the center) 6. Bc4 (White has a fine position; the bishops are centralized and the king is active) 6... Kc6 (Black avoids going toward the side) 7. Ke5 Kd7 (Black is trying to avoid the a8-corner) 8. Bd5 (keeping the black king off c6) 8... Kc7 9. Bc5 Kd7 10. Bd6! (an important move that forces the king to the edge of the board) 10... Ke8 (Black is still avoiding the corner) 11. Ke6 (now the black king cannot get off the edge of the board) 11... Kd8 12. Bc6 (forcing the king toward the corner) 12... Kc8 (Black's king is confined to c8 and d8; the white king must cover a7 and b7) 13. Kd5 (13. Ke7? is stalemate) 13... Kd8 14. Kc5 Kc8 15. Kb6 Kd8 (now White must allow the king to move into the corner) 16. Bc5 Kc8 17. Be7! (an important move that forces the king toward the corner) 17... Kb8 18. Bd7! (the same principle as the previous move) 18... Ka8 19. Bd8 (White must make a move that gives up a tempo; this move is such a move, along with Bc5, Bf8, Be6, or Ka6) 19... Kb8 20. Bc7+ Ka8 21. Bc6# (as the first diagram in this section).
Note that this is not the shortest forced checkmate from this position. Müller and Lamprecht give a fifteen-move solution, however it contains an inaccurate move by Black (according to endgame tablebases).
One example of a stalemate is this position, where 1. Kb6 (marked with the x) would be stalemate.
King, bishop and knight
Of the basic checkmates, this is the most difficult one to force, because these two pieces cannot form a linear barrier to the enemy king from a distance. Also, the checkmate can be forced only in a corner that the bishop controls.
Two basic checkmate positions are shown with a bishop and a knight, or the bishop and knight checkmate. The first position is a checkmate by the bishop, with the black king in the corner. The bishop can be on other squares along the diagonal, the white king and knight have to be on squares that attack g8 and h7. The second position is a checkmate by the knight, with the black king on a side square next to the corner. The knight can be on other squares that check the black king. The white king must be on a square to protect the bishop and cover a square not covered by the knight.
With the side with the bishop and knight to move, checkmate can be forced in at most thirty-three moves from any starting position, except those in which the defending king is initially forking the bishop and knight and it is not possible to defend both. However, the mating process requires accurate play, since a few errors could result in a draw either by the fifty-move rule or stalemate.
Opinions differ as to whether or not a player should learn this checkmate procedure. James Howell omits the checkmate with two bishops in his book because it rarely occurs but includes the bishop and knight checkmate. Howell says that he has had it three times (always on the defending side) and that it occurs more often than the checkmate with two bishops. On the other hand, Jeremy Silman includes the checkmate with two bishops but not the bishop plus knight checkmate because he has had it only once and his friend John Watson has never had it. Silman says:
... mastering it would take a significant chunk of time. Should the chess hopeful really spend many of his precious hours he's put aside for chess study learning an endgame he will achieve (at most) only once or twice in his lifetime?
This position is an example of a stalemate, from the end of a 1966 endgame study by A. H. Branton. White has just moved 1.Na3+. If Black moves 1...Kc1 then White must move his bishop to save it because if the bishop is captured, the position is a draw because of the insufficient material rule. But after any bishop move, the position is a stalemate.
A back-rank checkmate is a checkmate delivered by a rook or queen along a back rank (that is, the row on which the pieces [not pawns] stand at the start of the game) in which the mated king is unable to move up the board because the king is blocked by friendly pieces (usually pawns) on the second rank. An example of a back-rank checkmate is shown in one of the diagrams. It is also known as the corridor mate.
Scholar's Mate (also known as the four-move checkmate) is the checkmate achieved by the moves:
The moves might be played in a different order or in slight variation, but the basic idea is the same: the queen and bishop combine in a simple mating attack on f7 (or f2 if Black is performing the mate). There are also other ways to checkmate in four moves.
Fool's Mate, also known as the "Two-Move Checkmate", is the quickest possible checkmate. A prime example consists of the moves:
resulting in the position shown. (The pattern can have slight variations, for example White might play f2–f4 instead of f2–f3 or move the g-pawn first, and Black might play e7–e6 instead of e7–e5.)
The mate is usually seen in a corner of the board, since fewer pieces are needed to surround the king there. The most common form of smothered mate is seen in the diagram to the right. The knight on f7 delivers mate to the king on h8 which is prevented from escaping the check by the rook on g8 and the pawns on g7 and h7. Similarly, White can be mated with the white king on h1 and the knight on f2. Analogous mates on a1 and a8 are rarer, because kingside castling is the more common as it safely places the king closer to the corner than it would had the castling occurred on the queenside.
In some rare positions it is possible to force checkmate with a king and knight versus a king and pawn.
- 1. Nb4+ Ka1 2. Kc1 a2 3. Nc2#
White also wins if Black is to move first:
- 1 ... Ka1 2. Nc1 a2 3. Nb3#
- 81. Kc2 Ka1 82. Nc5 Ka2
- If 82... a2 then 83. Nb3#
- 83. Nd3
- Reaching the position in the first diagram, with Black to move.
- 83... Ka1 84. Nc1
- Black resigned here, but play would continue:
- 84... a2 85. Nb3#
A similar position with the Knight on d2 is more than 500 years old, identified as "Partito n. 23" by Luca Pacioli, in his MS De ludo scachorum (Latin for The game of chess), dated 1498 and recently reprinted (Gli scacchi) by Aboca Museum Edizioni.
1. Nf3 Ka1 2. Nd4 Ka2 3. Ne2 Ka1 4. Nc1 a2 5. Nb3#
There are also positions in which a king and a knight can checkmate a king and a bishop, knight, or rook; or a king and a bishop can checkmate a king with a bishop on the other color of squares or with a knight, but the checkmate cannot be forced if there is no other material on the board (see the diagrams for some examples). Nevertheless, it keeps these material combinations from being ruled a draw because of "insufficient mating material" or "impossibility of checkmate" under the FIDE rules of chess. The U.S. Chess Federation rules are different. In a typical position with a minor piece versus a minor piece, a player would be able to claim a draw if he has a limited amount of time left.
Two and three knights
- Two knights
It is impossible to force checkmate with a king and two knights, although checkmate positions are possible (see the first diagram). In the second diagram, if Black plays 1... Ka8? White can checkmate with 2. Nbc7#, but Black can play 1... Kc8 and escape the threat. The defender's task is easy — he simply has to avoid moving into a position in which he can be checkmated on the next move, and he always has another move available in such situations.
In the third diagram, one knight is guarding c1, leaving the other knight to try to checkmate. After 1.Ndc3+ Ka1, White needs to get the knight on e2 to c2. But if White plays 2.Nd4, Black is stalemated.
Under some circumstances, two knights and a king can force checkmate against a king and pawn (or rarely more pawns). The winning plan, quite difficult to execute in practice, is to blockade the enemy pawn(s) with one of the knights, maneuver the enemy king into a stalemated position, then bring the other knight over to checkmate. (See two knights endgame.)
- Three knights
Three knights and a king can force checkmate against a lone king within twenty moves (assuming that the lone king cannot quickly win a knight). These situations are generally only seen in chess problems, since at least one of the knights must be a promoted piece, and there is very rarely a reason (e.g., avoidance of stalemate) to promote a pawn to anything other than a queen (see underpromotion).
- Chess problem
- Chess theory
- Pawnless chess endgame
- Boden's Mate
- Checkmate patterns
- Checkmates in the opening
- Ideal mate
- Légal Trap
- Model mate
- Pure mate
- Two knights endgame
- Burgess, Graham; Nunn, John; Emms, John (2004), The Mammoth Book of the World's Greatest Chess Games (2nd ed.), Carroll & Graf, ISBN 978-0-7867-1411-7
- Burgess, Graham (2009), The Mammoth Book of Chess (3rd ed.), Running Press, ISBN 978-0-7624-3726-9
- Davidson, Henry (1949), A Short History of Chess, McKay, ISBN 0-679-14550-8 (1981 paperback)
- Emms, John (2004), Starting Out: Minor Piece Endgames, Everyman Chess, ISBN 1-85744-359-4
- Fine, Reuben (1941), Basic Chess Endings, McKay, ISBN 0-679-14002-6
- Fine, Reuben; Benko, Pal (2003), Basic Chess Endings, McKay, ISBN 0-8129-3493-8
- Golombek, Harry (1976), Chess: A History, Putnam, ISBN 0-399-11575-7
- Hooper, David; Whyld, Kenneth (1992), The Oxford Companion to Chess (2nd ed.), Oxford University Press, ISBN 0-19-280049-3
- Howell, James (1997), Essential Chess Endings: The tournament player's guide, Batsford, ISBN 0-7134-8189-7
- Just, Tim; Burg, Daniel B. (2003), U.S. Chess Federation's Official Rules of Chess (5th ed.), McKay, ISBN 0-8129-3559-4
- Kurzdorfer, Peter (2003), The Everything Chess Basics Book, Adams Media, ISBN 978-1-58062-586-9
- Levy, David; Newborn, Monty (1991), How Computers Play Chess, Computer Science Press, ISBN 0-7167-8121-2
- McKean, Erin (2005), The New Oxford American Dictionary (2nd ed.), Oxford University Press, ISBN 978-0-19-517077-1
- Müller, Karsten; Lamprecht, Frank (2001), Fundamental Chess Endings, Gambit Publications, ISBN 1-901983-53-6
- Murray, H.J.R. (2012) , A History of Chess, Skyhorse, ISBN 978-1-62087-062-4
- Pandolfini, Bruce (1988), Pandolfini's Endgame Course, Fireside, Simon & Schuster, ISBN 978-0-671-65688-1
- Pandolfini, Bruce (2009), Endgame Workshop: Principles for the Practical Player, Russell Enterprises, ISBN 978-1-888690-53-8
- Roycroft, John (1972), Test Tube Chess, London: Faber and Faber, ISBN 0-571-09573-9
- Schiller, Eric (1999), Encyclopedia of Chess Wisdom (1st ed.), Cardoza Publishing, ISBN 0-940685-93-0
- Seirawan, Yasser (2003), Winning Chess Endings, Everyman Chess, ISBN 1-85744-348-9
- Silman, Jeremy (2007), Silman's Complete Endgame Course: From Beginner to Master, Siles Press, ISBN 1-890085-10-3
- Snape, Ian (2003), Chess Endings Made Simple: How to Approach the Endgame with Confidence, Gambit Publications, ISBN 1-901983-97-8
- Speelman, Jon; Tisdall, Jon; Wade, Bob (1993), Batsford Chess Endings, B. T. Batsford, ISBN 0-7134-4420-7
- Sunnucks, Anne (1970), The Encyclopaedia of Chess, St. Martins Press, ISBN 978-0-7091-4697-1
- Burgess 2009, p. 526
- Hooper & Whyld 1992, p. 336
- "D. Byrne vs. Fischer, 1956". Chessgames.com. Retrieved 2012-06-18.
- Kurzdorfer 2003, p. 92
- Burgess, Nunn & Emms 2004, p. 216
- Kurzdorfer 2003, p. 144
- Harper, Douglas; Dan McCormack. "Online Etymology Dictionary". Archived from the original on September 29, 2005. Retrieved May 29, 2010.
- Hooper & Whyld 1992
- Davidson 1949, p. 70
- Davidson 1949, pp. 70–71
- Murray 2012, p. 159
- "Checkmate – Definition and More from the Free Merriam-Webster Dictionary". Merriam-webster.com. 2010-08-13. Retrieved 2012-06-18.
- Davidson 1949, p. 22
- Davidson 1949, pp. 63–64
- Pandolfini 1988, pp. 18–20
- Silman 2007, pp. 7–8
- Silman 2007, p. 33
- Pandolfini 2009, p. 22
- Pandolfini 2009, p. 23
- Fine & Benko 2003, pp. 1–2
- Müller & Lamprecht 2001, p. 16
- Levy & Newborn 1991, p. 144
- Seirawan 2003, pp. 4–5
- Fine & Benko 2003, p. 2
- Pandolfini 2009, p. 36
- Seirawan 2003, pp. 1–4
- Fine & Benko 2003, pp. 2–3
- Müller & Lamprecht 2001, p. 17
- Speelman, Tisdall & Wade 1993, p. 7
- Seirawan 2003, pp. 5–7
- Silman 2007, p. 191
- Müller & Lamprecht 2001, p. 18
- Kurzdorfer 2003, p. 155
- Müller & Lamprecht 2001, p. 19
- Howell 1997, p. 138
- Silman 2007, pp. 33,188
- Roycroft 1972, p. 246
- Burgess 2009, p. 16
- Hooper & Whyld 1992, pp. 358–59
- Hooper & Whyld 1992, p. 143
- Timman vs. Short
- Hooper & Whyld 1992, p. 376
- Emms 2004, p. 122
- "Nogueiras vs. Gongora". Chessgames.com. 2005-02-08. Retrieved 2012-06-18.
- Snape 2003, p. 55
- Pandolfini 2009, p. 63
- Just & Burg 2003, pp. 49,291
- Speelman, Tisdall & Wade 1993, p. 11
- Pandolfini 2009, p. 59
- Fine 1941, pp. 5–6