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Please give an unambiguous context-free grammar for the logic expressions satisfying the following properties? The only terminal symbol is represented by which denotes a boolean
- Please give an unambiguous context-free grammar for the logic expressions satisfying the following properties?
- The only terminal symbol is represented by
which denotes a boolean value. - There are two binary operators: logic AND and logic OR which should be represented as && and || respectively.
- The only unary operator is the logic NOT, which should be represented as !.
- The operator precedence is defined as ! > || > && , i.e., logic NOT is higher than logic OR, and logic OR is higher than logic AND.
- Both of the binary operators are right associative.
- The only terminal symbol is represented by
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