Two-Weight Integral Inequalities For A-harmonic Tensors

In this paper we first define Aλ3r(λ1, λ2, Ω)-weight.Then,We have got local two-weight Poincare inequality for A-harmonic tensors and Hardy-Littlewood inequality for conjugate A-harmonic tensors respectively. These results are all based on the definition of Aλ3r(λ1, λ2, Ω)-weight and Holder inequality. These inequalities can be considered as generalizations of the classical results. Finally, we give applications of the above results to quasiregular mappings.