Finding Identities with the WZ Method

  title={Finding Identities with the WZ Method},
  author={Ira M. Gessel},
  journal={J. Symb. Comput.},
Extending the work of Wilf and Zeilberger on WZ-pairs, we describe how new terminating hypergeometric series identities can be derived by duality from known identities. A large number of such identities are obtained by a Maple program that applies this method systematically. 

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Showing 1-8 of 8 references

A =b, A

  • M. Petkovšek, H. S. Wilf, D. Zeilberger
  • K. Peters, Ltd., Wellesley, Mass.,
  • 1996
Highly Influential
13 Excerpts

Generalized Hypergeometric Series

  • W. N. Bailey
  • 1935
Highly Influential
9 Excerpts

Inversion techniques and combinatorial identities

  • W. C. Chu
  • Bollettino U. M. I
  • 1993

and O

  • R. L. Graham, D. E. Knuth
  • Patashnik, Concrete Mathematics, Addison-Wesley…
  • 1989
1 Excerpt

On two hypergeometric summation formulas conjectured by Gosper

  • P. W. Karlsson
  • Simon Stevin
  • 1986
2 Excerpts

Strange evaluations of hypergeometric series

  • I. Gessel, D. Stanton
  • SIAM J. Math. Anal
  • 1982
1 Excerpt

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