Abstract:
We state the analogs of Poletskiĭ's and Väisälä's inequalities for mappings with $(\theta,1)$-weighted bounded $(p,q)$-distortion without the additional assumption that the mappings enjoy Lusin's $\mathcal N$-property.
Key words:mapping with weighted bounded $(p,q)$-distortion, modulus of a curve family, Poletskiĭ's function.