Vadim Anshelevich

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Vadim Anshelevich[1]

Vadim V. Anshelevich,
aRussian American physicist, mathematician and computer scientist. He holds a Ph.D. in Physics onKubo-Martin-Schwinger states fromMoscow State University underYakov G. Sinai[2], and researched and published on the structure ofDNA and onNeural Networks.Vadim Anshelevich has been fascinated by the game ofHex sinceMartin Gardner introduced it to general public[3][4], and is author of the first successful Hex programHexy[5] , which won the5th Computer Olympiad, London 2000.

Contents

Hexy

In his 2002 paperA hierarchical approach to computer Hex, Anshelevich acknowledgedClaude Shannon, who build an analogue Hex-playing machine using electricalresistor circuits[6] , which was model in Anshelevich program[7] :

A Hex-playing machine was built by Shannon and Moore. Shannon associated a two-dimensional electrical charge distribution with any given Hex position. This machine made decisions based on properties of the corresponding potential field. We acknowledge that our work is greatly inspired by the beauty of Shannon’s original idea.

Selected Publications

[8][9]

1970 ...

1980 ...

1990 ...

2000 ...

External Links

References

  1. Combinatorial Game Theory Research Workshop,Berkeley, California, fromPhoto Gallery: Friends and Peers byDarse Billings
  2. Vadim Anshelevich (1974).Kubo-Martin-Schwinger States and Some Problems of "Noncommutative" Theory of Probability. Ph.D. Thesis,Moscow State University
  3. Hexy plays Hex - Who is Vanshel
  4. Martin Gardner (1959).The Game of Hex. inThe Scientific American Book of Mathematical Puzzles and Diversions, pp. 73-83,Simon and Schuster
  5. Hexy plays Hex
  6. Claude E. Shannon (1953).Computers and Automata.Proceedings of the Institute of Radio Engineers, Vol. 41, No. 10
  7. Vadim Anshelevich (2002).A hierarchical approach to computer Hex.Artificial Intelligence, Chips challenging champions: games, computers and Artificial Intelligence,pdf
  8. Vadim Anshelevich - ResearchGate
  9. dblp: Vadim V. Anshelevich
  10. Kubo-Martin-Schwinger state from Wikipedia
  11. Laplace operator from Wikipedia
  12. AAAI-2000 Outstanding Paper Awards

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