Local And Globle Two-Weight Integral Inequalities For Differential Forms

In this paper we first prove an local and global A (O) two-weight Imbedding theorems for differential forms. Then, we obtain an A (O) two-weight Poincare inequality for differential forms. These inequalities can be considered as generalizations of the classical results. Finally, we give applications of the above results to quasiregular mappings.