一个参数型Hilbert奇异重积分算子的范数

J4 ›› 2011, Vol. 49 ›› Issue (01): 21-26.

HONG Yong

Department of Mathematics and Computer Science, Guangdong University of Business Studies, Guangzhou 510320, China

CLC Number:

HONG Yong. Norm of a Hilbert Singular Multiple Integral Operator with Parameters[J].J4, 2011, 49(01): 21-26.

[1]	YANG Bi-Cheng. A New More Accurate HalfDiscrete HilbertType Inequality [J]. J4, 2012, 50(06): 1081-1085.
[2]	YANG Bi-Cheng, CHEN Jiang. A HalfDiscrete HilbertType Inequality with the Nonmonotone Kernel [J]. J4, 2012, 50(02): 167-173.
[3]	TUN Shu-Hong, XIAO Jia-Qing. Integral Inequality Including Function Derivate [J]. J4, 2011, 49(04): 652-658.
[4]	YANG Bi-Cheng. A Reverse HilbertType Integral Inequality with a Nonhomogeneous Kernel [J]. J4, 2011, 49(03): 437-441.
[5]	XIE Zi-Chen, YANG Bi-Cheng, CENG Zheng. A New HilbertType Integral Inequality withHomogeneous Kernel of Real NumberDegree [J]. J4, 2010, 48(06): 941-945.
[6]	YANG Bi-Cheng. An Extended HilbertType Integral Inequality with a Non-homogeneous Kernel [J]. J4, 2010, 48(05): 719-722.
[7]	HONG Yong. On the (p,p) Type Norm of Hardy’s Type Singular IntegralOperator from L^p(Rⁿ₊,ω(x)) to L^p(R^m_+⁾ [J]. J4, 2009, 47(6): 1130-1134.
[8]	YANG Bi-Cheng. A Hilberttype Integral Inequality with HomogeneousKernel of Real Numberdegree [J]. J4, 2009, 47(05): 887-892.
[9]	LIU Qiong. A Hilberttype Integral Inequality with Several Parameters [J]. J4, 2009, 47(05): 903-908.

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