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New summation formula for $_3F_2(\tfrac12)$ and a Kummer-type II transformation of $_2F_2(x)$ (CROSBI ID 136122)
Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija
Rathie, Arjun Kumar ; Poganj, Tibor
New summation formula for $_3F_2(\tfrac12)$ and a Kummer-type II transformation of $_2F_2(x)$ // Mathematical communications, 13 (2008), 1; 63-66
Podaci o odgovornosti
Rathie, Arjun Kumar ; Poganj, Tibor
engleski
New summation formula for $_3F_2(\tfrac12)$ and a Kummer-type II transformation of $_2F_2(x)$
The aim of this research note is a new summation formula for the series $_3F_2(\tfrac12)$. The summation formula is then applied to establish Kummer-type II transformation for the series $_2F_2(x)$.
Hypergeometric $_3F_2$; Kummer-type transformations; Summation formula
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