例句與造句

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.
6. It's difficult to find reduce words in a sentence. 用reduce words造句挺難的
7. Every element g \ in F is represented by a unique reduced word, and this reduced word is the shortest word representing g.
8. Every word is conjugate to a cyclically reduced word, and a cyclically reduced conjugate of a cyclically reduced word is a cyclic permutation of the letters in the word.
9. Every word is conjugate to a cyclically reduced word, and a cyclically reduced conjugate of a cyclically reduced word is a cyclic permutation of the letters in the word.
10. A " normal form " for a free group G with generating set S is a choice of a reduced word in S for each element of G.
11. The book is most compelling when Goldstein writes about the " celestial jukebox, " his metaphor for multimedia technologies that reduce words, sounds and images into digital form.
12. It is clear that each equivalence class contains a reduced word, since successive deletion of parts aa ^ {-1 } from any word w must lead to a reduced word.
13. It is clear that each equivalence class contains a reduced word, since successive deletion of parts aa ^ {-1 } from any word w must lead to a reduced word.
14. His proof involves performing a sequence of Nielsen transformations on the subgroup's generating set that reduce their length ( as reduced words in the free group from which they are drawn ).
15. The free group " F S " is defined to be the group of all reduced words in " S ", with concatenation of words ( followed by reduction if necessary ) as group operation.
16. The additional ingredient needed is to define a notion of reduced word and a rewriting rule for producing such words simply by deleting any adjacent pairs of letter of the form xx ^ \ dagger or x ^ \ dagger x.
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