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Home/ Questions/Q 318347
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Editorial Team
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Editorial Team
Asked: May 12, 20262026-05-12T08:33:40+00:00 2026-05-12T08:33:40+00:00

Is it possible to convert a properly formed (in terms of brackets) expression such

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Is it possible to convert a properly formed (in terms of brackets) expression such as

((a and b) or c) and d

into a Regex expression and use Java or another language’s built-in engine with an input term such as ABCDE (case-insensitive…)?

So far I’ve tried something along the lines of (b)(^.?)(a|e)* for the search b and (a or e) but it isn’t really working out. I’m looking for it to match the characters ‘b’ and any of ‘a’ or ‘e’ that appear in the input string.

About the process – I’m thinking of splitting the input string into an array (based on this Regex) and receiving as output the characters that match (or none if the AND/OR conditions are not met). I’m relatively new to Regex and haven’t spent a lot of time on it, so I’m sorry if what I’m asking about is not possible or the answer is really obvious.

Thanks for any replies.

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  1. Editorial Team
    Editorial Team
    2026-05-12T08:33:40+00:00Added an answer on May 12, 2026 at 8:33 am

    The language of strings with balanced parentheses is not a regular language, which means no (pure) regular expression will match it.

    That is because some kind of memory construct, usually a stack, is needed to maintain open parentheses.

    That said, many languages offer recursive evaluation in regexes, notably Perl. I don’t know the fine details, but I’m not going to bother with them because you can probably write your own parser.

    Just iterate over every character in the string and keep track of a counter of open parentheses and a stack of strings. When you get to an open parentheses, push the stack in and put characters that aren’t parentheses into string of the stack. When you get to a closed parentheses, evaluate the expression that you had built up and store the result onto the back of the string that’s on the top of the stack.

    Then again, I’m not fully sure I understand what you’re doing. I apologize, then, if this is no help.

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