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Kaissa (Russian: Каисса) was a chess program developed in the Soviet Union in the 1960s. It was named so after Caissa, the goddess of chess. Kaissa became the first world computer chess champion in 1974 in Stockholm.

History

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By 1967, a computer program by Georgy Adelson-Velsky, Vladimir Arlazarov, Alexander Bitman and Anatoly Uskov on the M-2 computer[1] in Alexander Kronrod’s laboratory at the Institute for Theoretical and Experimental Physics had defeated Kotok-McCarthy running on the IBM 7090 at Stanford University. By 1971, Mikhail Donskoy joined with Arlazarov and Uskov to program its successor on an ICL System 4/70 at the Institute of Control Sciences.[2][3] In 1972 the program played a correspondence match against readers of popular Russian newspaper, Komsomolskaya Pravda. The readers won, 1½-½. It was the journalists of Komsomolskaya Pravda who gave the program its name, Kaissa.

Kaissa became the first world computer chess champion in 1974 in Stockholm. The program won all four games and finished first ahead of programs "Chess 4", "Chaos" and "Ribbit", which got 3 points.[4] After the championship, Kaissa and Chess 4 played a game, which ended in a draw. The success of Kaissa can be explained by the many innovations it introduced. It was the first program to use bitboards. Kaissa contained an opening book with 10,000 moves [5] and used a novel algorithm for move pruning. Also it could search during the opponent's move, used null-move heuristic and had sophisticated algorithms for time management. All this is common in modern computer chess programs, but was new at that time.

The last time when Kaissa participated in WCCC was its third championship, 1980 in Linz, where it finished tied for sixth to eleventh place in a field of eighteen competitors.[6] The development of Kaissa was stopped after that due to a decision by Soviet government that the programmer's time was better spent working on practical projects rather than chess.[5]

An IBM PC version of Kaissa was developed in 1990. It took fourth place in the 2nd Computer Olympiad in London in 1990.[7][8]

Notable games

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Duchess – Kaissa
Second computer chess championship
Toronto, 1977
abcdefgh
8
 
a8 white queen 
g8 black king 
e7 black rook 
f7 black pawn 
h7 black pawn 
b6 black pawn 
d6 black queen 
f6 black bishop 
g6 black pawn 
b5 white bishop 
d5 black knight 
d4 white pawn 
e4 black pawn 
g4 white pawn 
e3 white bishop 
h3 white pawn 
a2 white pawn 
b2 white pawn 
f2 white pawn 
c1 white rook 
g1 white king 
8
77
66
55
44
33
22
11
abcdefgh
Kaissa played 34...Re8! here. It saw the obvious 34...Kg7 could be answered with 35.Qf8+!! leading to a forced checkmate.

The second computer chess championship in 1977 in Toronto, featured an unusual game by Kaissa. In the diagram at right, Kaissa (black) was well ahead of its opponent, DUCHESS from Duke University. Kaissa was well ahead on the chess clock, but it gave away a rook with 34...Re8 and lost afterwards.[9] After programmers entered the obvious move 34...Kg7 into the program, Kaissa explained why it did not play it: 34...Kg7 35. Qf8+!! Kxf8 36. Bh6+ Bg7 37. Rc8+ and White checkmates in two moves. This caused a sensation and was published in many chess magazines of that time. None of the human spectators present saw this nice queen sacrifice. Despite this, Kaissa finished the tournament tied for second place with DUCHESS, behind Chess 4.6.

See also

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References

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  1. ^ The Fast Universal Digital Computer M-2
  2. ^ Institute of Control Sciences
  3. ^ Mikhail Donskoy. The history of Kaissa. (in Russian)
  4. ^ Е.Я. Гик (1983). Шахматы и математика. Наука, Москва. (in Russian)
  5. ^ a b KAISSA by Bill Wall.
  6. ^ "3rd World Computer Chess Championship - Linz 1980 (ICGA Tournaments)". Archived from the original on 2015-09-24. Retrieved 2010-06-18.
  7. ^ 2nd Computer Olympiad, Chess – Results
  8. ^ Mikhail Donskoy, "The Lifecycle of a Programmer", Polit.ru, July 20, 2008 (in Russian)
  9. ^ Jennings, Peter (January 1978). "The Second World Computer Chess Championships". BYTE. p. 108. Retrieved 17 October 2013.
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