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sav08:homework12 [2008/05/15 10:23] vkuncak |
sav08:homework12 [2008/05/15 10:24] vkuncak |
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Write a regular expression in alphabet $\{x,y,z\} \to \{0,1\}$ denoting relation $z = x + y$ using [[:Regular expressions for automata with parallel inputs]]. Try to make your regular expression as concise and understandable as possible. | Write a regular expression in alphabet $\{x,y,z\} \to \{0,1\}$ denoting relation $z = x + y$ using [[:Regular expressions for automata with parallel inputs]]. Try to make your regular expression as concise and understandable as possible. | ||
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===== Problem 2 ===== | ===== Problem 2 ===== | ||
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r^p_F = \{ (p,q) \mid G(p,q) \} | r^p_F = \{ (p,q) \mid G(p,q) \} | ||
\] | \] | ||
- | where $G$ is a Presburger arithmetic formula. Are the set of all $r^s_F$ and set of all $r^p_F$ equal, is one strict subset, or are they incomparable? | + | where $G$ is a Presburger arithmetic formula. Are the set of all $r^s_F$ and set of all $r^p_F$ equal, is one strict subset of the other, or are they incomparable? |
===== Optional Problem 3 ===== | ===== Optional Problem 3 ===== |