![]() There is a certain amount of precision that is limited by hardware, yet that precision may be much greater than what is displayed to the user at the end of a calculation, especially if the number of decimals is fixed to the size of a display.Īt some point, the decimal expansion of a number must be rounded off, but for instance a calculator can give the illusion of having unlimited information to a naive user who divides by 1000 and sees new digits of pi come from the abyss. 12 Answers Sorted by: 39 I am going to quote my answer from the other question, because the chapters I mention have some very interesting and fine-tuned solutions. It is designed to simulate cellular automation by creating an initial configuration of living and dead cells and observing how they evolve. This is analogous to what computers do when working with real numbers. Conway's Game of Life is a biology simulation that was developed by British mathematician John Horton Conway in 1970. The mind behind this bizarre game was John Horton Conway, a brilliant British Mathematician fascinated by the exploration of Mathematics in its purest form: the recreational one. Any cells beyond the 500 x 500 grid would be permanently dead for the sake of your program. The status of each cell changes each turn of the game (also called a generation) depending on the statuses of that cell's 8 neighbors. The data component of your program might be implemented as a 500 x 500 array even though you are only drawing the middle 300 x 300 to the screen. In 1992 John Conway raised a question about the patterns in his famous mathematical Game of Life: 'Is there a Godlike still-life, one that can only have existed for all time (apart from things that dont interfere with it)' Conway closed his note by adding 'Well, Im going out to get a hot dog now. RT MLEOnline: Can cellular automata like Conways Game of Life be the solution to making light-based computers work better One Caltech researcher thinks so. Conway's Game of Life The Game of Life (an example of a cellular automaton) is played on an infinite two-dimensional rectangular grid of cells. ![]() Check this out: What you see here is Gosper’s glider gun. That sounds boring, but it’s absolutely fascinating. It’s a simulation that defines simple rules about how a population (of pixels) evolves after creating an initial setup. conways-game-of-life Star Here are 750 public repositories matching this topic. If you are implementing this as a computer program and you want to give the illusion of an infinite grid that goes on beyond the user's view, you must design the program so that it updates more cells than are currently visible to the user. Game of Life is a cellular automaton invented by British mathematician John Conway (1937-2020). As such there are no borders to make rules about. As others have said, there are no official border rules because Conway designed the game for an infinite grid. ![]()
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