Difference between revisions of "Connect6"

From Chessprogramming wiki
Jump to: navigation, search
 
Line 69: Line 69:
 
* [[Jung-Kuei Yang]] ('''2016'''). ''Building Connect6 opening by using the Monte Carlo tree search''. [https://dblp.uni-trier.de/db/conf/icaci/icaci2016.html ICACI 2016]
 
* [[Jung-Kuei Yang]] ('''2016'''). ''Building Connect6 opening by using the Monte Carlo tree search''. [https://dblp.uni-trier.de/db/conf/icaci/icaci2016.html ICACI 2016]
 
* [[Jung-Kuei Yang]], [[Shi-Jim Yen]] ('''2019'''). ''Kavalan wins Connect6 tournament''. [[ICGA Journal#41_1|ICGA Journal, Vol. 41, No. 1]] » [[21st Computer Olympiad#Connect6|21st Computer Olympiad 2018]]
 
* [[Jung-Kuei Yang]], [[Shi-Jim Yen]] ('''2019'''). ''Kavalan wins Connect6 tournament''. [[ICGA Journal#41_1|ICGA Journal, Vol. 41, No. 1]] » [[21st Computer Olympiad#Connect6|21st Computer Olympiad 2018]]
 +
==2020 ...==
 +
* [[Jung-Kuei Yang]], [[Shi-Jim Yen]] ('''2020'''). ''The Connect6 tournament of the 2019 Computer Olympiad''. [[ICGA Journal#42_1|ICGA Journal, Vol. 42, No. 1]] » [[22nd Computer Olympiad]]
  
 
=External Links=  
 
=External Links=  

Latest revision as of 15:33, 29 June 2020

Home * Games * Connect6

Connect6 on a large board [1]

Connect6, Connect(m,n,6,2,1)
a two-player abstract strategy board game of the k-in-a-row family similar to Gomoku, introduced in 2003 by I-Chen Wu and presented at Advances in Computer Games 11 in 2005. Black and White alternately place two stones of their own colour on empty intersections of a Go-like board, except that Black (the first player) places one stone only for the first move [2]. The one who gets six or more stones in a row (horizontally, vertically or diagonally) first wins the game. Most often, Connect6 is played on a 19x19 Go board, proposed for professional players is a 59x59 board [3]. Since 2006, Connect6 is played regularely by computers at the Computer Olympiad organized by the ICGA [4]. Search algorithms used are Alpha-Beta / MTD(f) along with VCF search (Victory by Continuous Four) to find a path to win in the endgame [5], and Monte-Carlo Tree Search, UCT, as well as Proof-Number Search also in conjunction with the novel relevance-zone-oriented proof (RZOP) search used to solve various openings, such as the Mickey Mouse opening [6].

Selected Programs

GUI

ConnectMore.jpg

Computer Olympiads

See also

Selected Publications

2005 ...

2009

2010 ...

2011

2012

2013

2014

2015 ...

2020 ...

External Links

References

Up one Level