I got the basic abbreviation logic down pretty fast but the minimality part with colliding groups took me a while to untangle.
Start by grouping words by their initial abbreviation (first letter + count + last letter). For groups with conflicts, iteratively extend the prefix (and adjust the count) until each word's abbreviation is unique. Finally, compare each abbreviation's length to the original word and return the shorter one.
Pro tip: Clarify edge cases upfront, such as words of length 2 (where abbreviation equals the word) and empty input. Also, discuss time/space complexity and potential optimizations like using a trie to efficiently find the shortest unique prefix.
Restate the abbreviation format and rules. Identify edge cases: words of length ≤2, duplicate words, and cases where abbreviation is not shorter.
For each word, compute the initial abbreviation: first char + (length-2) + last char. If length ≤2, the abbreviation is the word itself.
Group words by their initial abbreviation. For each group with more than one word, increase the prefix length (and adjust the count) until all abbreviations in the group are unique.
For each word, compare the length of its unique abbreviation with the original word. Return the abbreviation if shorter, otherwise return the original word.
Discuss time and space complexity. Consider optimizations like using a trie to find the shortest unique prefix for each word efficiently.
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