TWO ORDINARY HYPERGEOMETRIC DEFINITE INTEGRALS INVOLVING RAMANUJANaS FORMULA

Dr. SALAHUDDIN

Authors

Dr. SALAHUDDIN

Generalized Gaussian hypergeometric function, Fox H-function

Abstract

The aim of this paper is to develop certain ordinary definite integrals in association with Ramanujan's formula .

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How to Cite

TWO ORDINARY HYPERGEOMETRIC DEFINITE INTEGRALS INVOLVING RAMANUJANaS FORMULA. (2011). Global Journal of Science Frontier Research, 11(9), 31-34. https://www.journalofscience.org/index.php/GJSFR/article/view/100124

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References

R Agarwal (1996) Resonance of Ramanujan's Mathematics. I.

Gauri Agarwal, Alpana Razdan, Rakesh Samal, Vandana Sharma, Shikha Koul, Vandana Mishra (1996) Genetic Signatures of Chromosome 20 Mosaicism in Recurrent Pregnancy Loss. II, 1-6.

R Agarwal (1999) Resonance of Ramanujan's Mathematics. III.

B Berndt (1985) Ramanujan's Notebooks. Part I.

B Berndt (1989) Ramanujan's Notebooks. Part II.

B Berndt (1991) Ramanujan's Notebooks. Part III.

B Berndt (1994) Ramanujan's Notebooks. Part IV.

B Berndt (1998) Ramanujan's Notebooks. Part V.

M Saigo, H Srivastava The behavior of the fourth type of Lauricella'shypergeometric series in n variables near the boundaries of its convergence region.

Megumi Saigo, H Srivastava (1994) The behaviour of the fourth type of Lauricella's hypergeometric series in n variables near the boundaries of its convergence region. 57(3), 281-294.

H Srivastava, Martha Daoust (1972) A Note on the Convergence of KAMPÉ DE FÉRIET's Double Hypergeometric Series. 53(1-6), 151-159.

H Srivastava, K Gupta, S Goyal (1982) The H-Functions of One and TwoVariables with Applications.

E Wright (1935) The asymptotic expansion of the generalized hypergeometric function-I. 10, 286-293.

E Wright (1940) The Asymptotic Expansion of the Generalized Hypergeometric Function. s2-46(1), 389-408.