Applicability of Zeilberger’s Algorithm to Rational Functions

Author:

Abramov S. A.,Le H. Q.

Publisher

Springer Berlin Heidelberg

Reference8 articles.

1. S.A. Abramov (1975): Rational component of the solutions of a first-order linear recurrence relation with a rational right-hand side. USSR Comput. Math. Phys. Transi. from Zh. vychisl. mat. mat. fyz. 14 1035–1039.

2. S.A. Abramov (1995): Indefinite sums of rational functions. Proc. IS SAC ’85, 303308.

3. S.A. Abramov (2000): A note on Zeilberger’s algorithm and proper terms. Proc. Seventh Rhine Workshop on Computer Algebra, March 22 - March 24, 2000, Bregenz, Austria.

4. R. Graham, D. Knuth, O. Patashnik (1994): Concrete Mathematics, Addison Wesley, Reading, MA, Second Edition.

5. M. Petkovsek, H. Wilf, D. Zeilberger (1996): A=B, A.K.Peters, Wellesley, Massachusetts.

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1. Zeilberger’s Algorithm;Hypergeometric Summation;2014

2. On the rational summation problem;Programming and Computer Software;2005-03

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