JIPAM logo: Home Link
Home Editors Submissions Reviews Volumes RGMIA About Us

  Volume 4, Issue 2, Article 26
Bounds for Linear Recurrences with Restricted Coefficients

    Authors: Kenneth S. Berenhaut, Robert Lund,  
    Keywords: Recurrence, Restricted Coefficients, Power Series, Triangular Matrices.  
    Date Received: 16/05/02  
    Date Accepted: 14/02/03  
    Subject Codes:


    Editors: Irwin S. Pressman,  

This paper derives inequalities for general linear recurrences. Optimal bounds for solutions to the recurrence are obtained when the coefficients of the recursion lie in intervals that include zero. An important aspect of the derived bounds is that they are easily computable. The results bound solutions of triangular matrix equations and coefficients of ratios of power series.

  Download Screen PDF
  Download Print PDF
  Send this article to a friend
  Print this page

      search [advanced search] copyright 2003 terms and conditions login