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IAGO Chess System. http://abstractgamers.org/wiki/iago-chess. (8x8, Cells: 64) [All Comments] [Add Comment or Rating]
💡📝Rich Hutnik wrote on Mon, Apr 7, 2008 07:52 PM UTC:
George, do you mean the simple fact that you can have an infinite number of boards for chess is proof of this?  Aka, a board can theoretically by infinite size?

Ok, let's say we limit the board, for discussion sake to an 8x8 board (standard chess size).  Can such a game using an 8x8 board (standard chess, not movable tiles) be infinite in the number of variations?

At this point also, I would then like to ask, what fixed set of rules would be needed to still identify the game as chess, and allow for infinite variations?

Hey, here is a good question to ponder regarding this: What rules are by their nature unbounded that they cause a game to have infinite variety of rules associated with them?  One could argue that board size is one.  But what other ones?