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complexity function造句

"complexity function"是什么意思   

例句與造句

  1. The complexity function of a language is less constrained than that of a word.
  2. A balanced sequence has complexity function at most " n " + 1.
  3. The limit exists as the logarithm of the complexity function is uniformly recurrent or even uniquely ergodic.
  4. A Sturmian word over a binary alphabet is one with complexity function " n " + 1.
  5. In theoretical analysis of algorithms it is common to estimate their complexity in the asymptotic sense, i . e ., to estimate the complexity function for arbitrarily large input.
  6. It's difficult to find complexity function in a sentence. 用complexity function造句挺難的
  7. For example, it may be bounded but not eventually constant : the complexity function of the regular language a ( bb ) ^ * a takes values 3 and 4 on odd and even " n " e " 2 respectively.
  8. One of the major results in the subject was obtained by Sapir, Birget and Rips who showed that most " reasonable " time complexity functions of Turing machines can be realized, up to natural equivalence, as Dehn functions of finitely presented groups.
  9. The "'abelian complexity function " "'p " ab ( " n " ) similarly counts the number of occurrences of distinct factors of given length " n ", where now we identify factors that differ only by a permutation of the positions.
  10. For recurrent words, those in which each factor appears infinitely often, the complexity function almost characterises the set of factors : if " s " is a recurrent word with the same complexity function as " t " are then " s " has the same set of factors as " t " or ? " t " where ? denotes the letter doubling morphism " a " ?! " aa ".
  11. For recurrent words, those in which each factor appears infinitely often, the complexity function almost characterises the set of factors : if " s " is a recurrent word with the same complexity function as " t " are then " s " has the same set of factors as " t " or ? " t " where ? denotes the letter doubling morphism " a " ?! " aa ".

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