|Born||August 25, 1966|
|Alma mater||Harvard University|
Noam D. Elkies (born 1966 in New York City) is an American mathematician who has made several contributions to Conway's Game of Life. Most notably he proved the still life conjecture that no infinite still life can have a density larger than 1/2.
He has found several important oscillators, including the first known oscillators of period 20, 22, 24, 25, 27, 39, and 49. He constructed the first period 33 oscillator with the help of Achim Flammenkamp and the first period 39 oscillator with the help of David Buckingham. He has constructed some pipsquirter oscillators that are often used in the construction of larger oscillators thanks to their easily-accessible domino spark, and also some infinitely-expandable traffic jam oscillators.
He has found several unique guns as well, including the first true period 24 and 48 guns in June 1997. He also contributed to the construction of the first true period 50, 54, 55, and 56 guns. He and Dave Greene found the first 2c/5 gun in March 2003.
Patterns found by Noam Elkies
- Elkies, Noam D. (1998), Voronoi's Impact on Modern Science, Book I, Proc. Inst. Math. Nat. Acad. Sci. Ukraine, vol. 21, pp. 228–253. arXiv:math/9905194v1 (math.CO)
- "Game of Life Status page". Retrieved on April 20, 2009.
- "Life Credits". Mark D. Niemiec. Retrieved on April 20, 2009.