However, I got hooked on thinking about the childhood game that he mentions briefly in the introduction. Asking more and more questions about an object and wanting all of them to be consistent is a good description of mathematics. According to Godel, both teams are bound to lose, because you cannot create a system of descriptions/properties about a system that are self-consistent (as their number increases), there will always be questions to a team whose answer will be inconsistent with the previous set of questions. The game is then to see which team can push the inevitable further.
IDEABOLT: It would be interesting to develop a program that plays this game. Each answer could be stored as an RDF statement in database.
However, I got hooked on thinking about the childhood game that he mentions briefly in the introduction. Asking more and more questions about an object and wanting all of them to be consistent is a good description of mathematics. According to Godel, both teams are bound to lose, because you cannot create a system of descriptions/properties about a system that are self-consistent (as their number increases), there will always be questions to a team whose answer will be inconsistent with the previous set of questions. The game is then to see which team can push the inevitable further.
IDEABOLT: It would be interesting to develop a program that plays this game. Each answer could be stored as an RDF statement in database.