This work was supported in part by the National Natural Science Foundation of China (Grant Nos. 10961015, 11261023, 10871024, 10931001, 11561057) and the Key Laboratory of Mathematics and Complex System, Ministry of Education, China.
This paper concerns with multiple weighted norm inequalities for maximal vector-valued multilinear singular operator and maximal commutators. The Cotlar-type inequality of maximal vector-valued multilinear singular in...
supported by the NNSF (10961015, 11261023) of China;the Jiangxi Natural Science Foundation of China (20122BAB201011), GJJ12203
In this note, the author prove that maximal Bocher-Riesz commutator Bδ,*^b generated by operator Bδ,* and function b∈ BMO(ω) is a bounded operator from L^p(μ) into L^p(ν), where w∈ (μν^- 1)^1/p,μ...
Chen research is supported by NSF of China (10961015);Yang research is supported by NSF of China (10961016);the GAN PO555 Program of Jiangxi
In this paper,we are concerned with the regularity and symmetry of positive solutions of the following nonlinear integral system u(x) = ∫R n G α(x-y)v(y) q/|y|β dy,v(x) = ∫R n G α(x-y)u(y) p/|y|β...
Supported by NNSF(10961015, 10871173);the NSF of Jiangxi province (2008GZS0051);the growth foundation of Jxnu(2714);the NSF of teaching derision of Jiangxi province (GJJ10397)
In this note, we prove that the Toeplitz-type Operator b a generated by the generalized fractional integral, Calderon-Zygmund operator and VMO funtion is bounded from L^p,λ(R^n) to L^q,μ(R^n) . We also show that...