• Title of article

    The number of standard and of effective multiple alignments Original Research Article

  • Author/Authors

    A. Dress، نويسنده , , Lewis B. Morgenstern، نويسنده , , J. Stoye، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 1998
  • Pages
    7
  • From page
    43
  • To page
    49
  • Abstract
    We study the number of all possible alignments of N sequences, N ≥ 2, for two distinct alignment concepts proposed in the literature—standard alignments and effective alignments (consistent equivalence relations). Recursion formulae are developed to calculate these numbers. For standard alignments and for effective alignment of just two sequences, an explicit formula is also presented. The number of all effective alignments of a given site space is shown to be related to Stirling numbers of second kind.
  • Keywords
    sequence alignment , Multiple alignment , Sequence analysis , Enumerative combinatorics , Exclusion/inclusion principle , M?bius inversion , Computational biology
  • Journal title
    Applied Mathematics Letters
  • Serial Year
    1998
  • Journal title
    Applied Mathematics Letters
  • Record number

    896669