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Let be a finite alphabet and * be the set of words over . Define to mean there are *, such that . That is,
Let be a finite alphabet and * be the set of words over . Define to mean there are *, such that . That is, holds iff u is a subword of v.
i) Prove ( *, ) is not a weak total order.
ii) does ( *, ) have a maximum element? why or why not?
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