MyWikiBiz, Author Your Legacy — Monday December 02, 2024
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, 12:40, 9 March 2009
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− | "Aha!" we say, and think we see the way of things, writing down the rule <math>x' = (x),\!</math> where <math>x'\!</math> is the state that comes next after <math>x,\!</math> and <math>(x)\!</math> is the negation of <math>x\!</math> in boolean logic. | + | "Aha!" we say, and think we see the way of things, writing down the rule <math>\texttt{x' = (x)}</math> where <math>\texttt{x'}</math> is the state that comes next after <math>\texttt{x},</math> and <math>\texttt{(x)}</math> is the negation of <math>\texttt{x}</math> in boolean logic. |
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| Another way to detect patterns is to write out a table of finite differences. For this example, we would get: | | Another way to detect patterns is to write out a table of finite differences. For this example, we would get: |