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A Computer Proof of a Series Evaluation in Terms of Harmonic Numbers  (Make Corrections)  
Russell Lyons, Peter Paule, Axel Riese



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Abstract: A fruitful interaction between a new randomized WZ procedure and other computer algebra programs is illustrated by the computer proof of a series evaluation that originates from a definite integration problem. (Update)

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BibTeX entry:   (Update)

@misc{ lyons-computer,
  author = "Russell Lyons and Peter Paule and Axel Riese",
  title = "A Computer Proof of a Series Evaluation in Terms of Harmonic Numbers",
  url = "citeseer.ist.psu.edu/597204.html" }
Citations (may not include all citations):
69   An algorithmic proof theory for hypergeometric (context) - Wilf, Zeilberger - 1992
46   A Mathematica version of Zeilberger's algorithm for proving .. - Paule, Schorn - 1995
18   Short and easy computer proofs of the Rogers-Ramanujan ident.. - Paule - 1994
10   Computer generated proofs of binomial multi-sum identities - Wegschaider - 1997
7   Rekursiebetrekkingen voor lineaire hypergeometrische funktie.. (context) - Verbaeten - 1976
2   Stationary determinantal processes: Phase transitions (context) - Lyons, Steif - 2002
1   Randomizafion speeds up hypergeometric summation (context) - Petkovek, Will et al. - 2002

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