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The veritable pursuit of this exegesis is to exhibit integrals affined with the Bessel-Struve kernel function, which are explicitly inscribed in terms of generalized (Wright) hypergeometric function and also the product of generalized (Wright) hypergeometric function with sum of two confluent hypergeometric functions. Somewhat integrals involving exponential functions, modified Bessel functions and Struve functions of order zero and one are also obtained as special cases of our chief results.
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참고문헌 (13)
참고문헌 신청
A.Erdelyi / 1954 / Tables of Integral Transforms, Vol-I / McGraw-Hill Book Company
A. Gasmi / 2004 / The Bessel-Struve interwining operator on C and mean periodic functions / IJMMS 59:3171~3185
E.D.Rainville / 1960 / Special functions / Macmillan
E.M.Wright / 1935 / The asymptotic expansion of the generalized hypergeometric func-tions / J. London Math. Soc 10:286~293
J.Edward / 1922 / A treatise on the integral calculus, Vol.II / Chelsea Publishing Com-pany
A. Gasmi / 2004 / The Bessel-Struve interwining operator on C and mean periodic functions / IJMMS 59:3171~3185
E.D.Rainville / 1960 / Special functions / Macmillan
E.M.Wright / 1935 / The asymptotic expansion of the generalized hypergeometric func-tions / J. London Math. Soc 10:286~293
J.Edward / 1922 / A treatise on the integral calculus, Vol.II / Chelsea Publishing Com-pany
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