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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2005.1
- 수록면
- 471 - 480 (10page)
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This paper deals with some useful methods of solving the one-dimensionalintegral equation of Fredholm type. Application of the reduction techniques with a viewto inverting a class of integral equation with Lauricella function in the kernel, Riemann-Liouville fractional integral operators as well as Weyl operators have been made to reduceto this class to generalized Stieltjes transform and inversion of which yields solution ofthe integral equation. Use of Mellin transform technique has also been made to solve theFredholm integral equation pertaining to certain polynomials and H -functions.
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참고문헌 (17)
참고문헌 신청
/ 1961 / The G and H -functions as symmetrical Fourier kernels 98 : 395 ~ 429
/ 1964 / A hypergeometric function transform 12 : 601 ~ 612
/ 1966 / The H -function II a36 : 594 ~ 609
/ 1967 / Proc. Edin-burgh Math. Soc. 15 2 : 169 ~ 198
/ 1969 / Certain generalized Neumann Expansionsassociated with the Kamp´e de F´eriet function 31 : 449 ~ 457
/ 1964 / A hypergeometric function transform 12 : 601 ~ 612
/ 1966 / The H -function II a36 : 594 ~ 609
/ 1967 / Proc. Edin-burgh Math. Soc. 15 2 : 169 ~ 198
/ 1969 / Certain generalized Neumann Expansionsassociated with the Kamp´e de F´eriet function 31 : 449 ~ 457
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