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My first instinct was to just count frequencies, try removing each character, and recheck.
First, compute the frequency of each character in the string. Then, for each character, simulate removing one occurrence and check if the remaining frequencies are all equal. To optimize, identify the distinct frequency values and test only the characters that could lead to equality.
Pro tip: Clarify edge cases upfront: strings of length 1 or 2, and whether removal must leave at least one character. Also, mention that you can avoid O(n^2) by analyzing frequency patterns rather than brute-force trying every removal.
Restate the problem: remove exactly one character, then check if all remaining characters have the same frequency. Discuss edge cases like empty string, single character, and strings where removal leaves no characters.
Iterate through the string and build a frequency map (e.g., using a hash map or array). This gives the count of each character.
Examine the distinct frequency values. If all frequencies are already equal, removing any character will break equality unless the string length is 1. Otherwise, identify the frequencies that differ and determine which character removal could balance them.
For each character that could potentially be the one to remove (based on frequency analysis), decrement its count and check if all remaining non-zero frequencies are equal. Return true if any removal works.
Instead of checking every character, use the frequency distribution to limit candidates. For example, if there are two distinct frequencies, only characters with the higher frequency (if it appears once) or the lower frequency (if it appears once) need testing. Verify with examples.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.