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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2010.1
- 수록면
- 297 - 306 (10page)
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In this paper, the integral operator is used. We give a new Hilbert-type integral inequality, whose kernel is the homogeneous form with degree -λ and with three pairs of conjugate exponents and the best constant factor and its reverse form are also derived. It is shown that the results of this paper represent an extension as well as some improvements of the earlier results.
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참고문헌 (22)
참고문헌 신청
Bicheng Yang / 2006 / On the the norm of an intergal operator and applications / J. Math. Anal. Appl. 321 : 182 ~ 192
Bicheng Yang / 2007 / A Hilbert-type integral inequality / Journal of Zhejiang University (Sci-ence Edition) 34 (2) : 121 ~ 124
Bicheng Yang / 2007 / A new Hilbert-type integral inequality / Journal of Jilin University (Sci-ence Edition) 45 (1) : 63 ~ 67
Bicheng Yang / 2007 / An extension of the Hilbert's type integral inequality and its applica-tions / J. of Math. 27 (3) : 285 ~ 290
Bicheng Yang / 2007 / On a Hilbert-type integral inequality with multiple-parameters / Journal of Southwest China Normal University(Natural Science) 32 (5) : 33 ~ 38
Bicheng Yang / 2007 / A Hilbert-type integral inequality / Journal of Zhejiang University (Sci-ence Edition) 34 (2) : 121 ~ 124
Bicheng Yang / 2007 / A new Hilbert-type integral inequality / Journal of Jilin University (Sci-ence Edition) 45 (1) : 63 ~ 67
Bicheng Yang / 2007 / An extension of the Hilbert's type integral inequality and its applica-tions / J. of Math. 27 (3) : 285 ~ 290
Bicheng Yang / 2007 / On a Hilbert-type integral inequality with multiple-parameters / Journal of Southwest China Normal University(Natural Science) 32 (5) : 33 ~ 38
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