Comment on a paper "Watson - like Formulae for terminating $_{3}F_2$   series" by Chu and Zhou
  In a recent paper, Chu and Zhou [Advances in Combinatorics, I.S. Kotsireas and E.V. Zima(eds.), 139-159 (2013)] established in all 40 closed formulae for terminating Watson-like hypergeometric $_{3}F_2$- series by investigating through Gould and Hsu's fundamental pair of inverse series relations, the dual relations of Dougall's formula for the very well - poised $_{5}F_4$ - series.   The aim of this short note is just to point out that out of 40 results, 33 results have already been discovered in 1992 by Lavoie, et al. 
Arjun K. Rathie
math.CV