On estimates of moduli of families of surfaces
classification
🧮 math.CV
keywords
familiesmappingssurfacesaboveareaclassdistortionestimates
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A class of space mappings of finite distortion with $N$ and $N^{\,-1}$ Luzin properties with respect to $k$-measured area is investigated. It is proved that, mappings mentioned above satisfy upper and lower inequalities for families of $k$-measures surfaces.
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