reduce wordsの例文

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1. Let G _ 0 be the set of reduced words.
2. We shall show that each equivalence class of words contains exactly one reduced word.
3. It will suffice then to show that distinct reduced words u and v are not equivalent.
4. Every element of the free group can be written uniquely as a reduced word in " S ".
5. Every element g \ in F is represented by a unique reduced word, and this reduced word is the shortest word representing g.