Difference between revisions of "Kevin Coplan"

From Chessprogramming wiki
Jump to: navigation, search
Line 9: Line 9:
  
 
=Virgo=
 
=Virgo=
In his 1894 Ph.D. thesis from [[University of Edinburgh]], supervised by [[Donald Michie]] <ref>[[Kevin Coplan]] ('''1984'''). ''[https://www.era.lib.ed.ac.uk/handle/1842/6645 The experimental and theoretical validation of a new search algorithm with a note on the automatic generation of causal explanations]''. Ph.D. thesis, [[University of Edinburgh]], [https://www.era.lib.ed.ac.uk/bitstream/handle/1842/6645/Coplan1984.pdf pdf]</ref>, Kevin Coplan further elaborates on search algorithms making [[Leaf Node|leaf nodes]] of trees bi-valued by using an inequality test, as implemented and tested inside a chess machine dubbed [[Virgo]].  
+
In his 1984 Ph.D. thesis from [[University of Edinburgh]], supervised by [[Donald Michie]] <ref>[[Kevin Coplan]] ('''1984'''). ''[https://www.era.lib.ed.ac.uk/handle/1842/6645 The experimental and theoretical validation of a new search algorithm with a note on the automatic generation of causal explanations]''. Ph.D. thesis, [[University of Edinburgh]], [https://www.era.lib.ed.ac.uk/bitstream/handle/1842/6645/Coplan1984.pdf pdf]</ref>, Kevin Coplan further elaborates on search algorithms making [[Leaf Node|leaf nodes]] of trees bi-valued by using an inequality test, as implemented and tested inside a chess machine dubbed [[Virgo]].  
  
 
=Selected Publications=
 
=Selected Publications=

Revision as of 20:22, 11 July 2019

Home * People * Kevin Coplan

Kevin P. Coplan,
a British computer scientist at times affiliated with the School of Computing and Mathematics at the University of Bradford, Bradford, England [1]. His research interests in the field of computerchess covers search algorithms and the synthesis of endgame knowledge by recursive optimization.

C*

In his 1982 contribution A Special-Purpose Machine for an Improved Search Algorithm for Deep Chess Combinations [2], Kevin Coplan introduced the C* algorithm [3], to utilize Null Window searches of Fail-Soft Alpha-Beta in a bisection scheme.

Virgo

In his 1984 Ph.D. thesis from University of Edinburgh, supervised by Donald Michie [4], Kevin Coplan further elaborates on search algorithms making leaf nodes of trees bi-valued by using an inequality test, as implemented and tested inside a chess machine dubbed Virgo.

Selected Publications

[5] [6]

References

Up one level