On the Local Behavior of the Mappings with Non-Bounded Characteristics

Details On the Local Behavior of the Mappings with Non-Bounded Characteristics On the Local Behavior of the Mappings with Non-Bounded Characteristics

2011-03-13

arxiv.org/abs/1103.2547v2

Mathematics

Complex Variables

14 pages

Scientific paper

The present paper is devoted to the study of space mappings, which are more general than quasiregular mappings. The questions of the behavior of differentiable mappings having the so--called $N,$ $N^{-1},$ $ACP$ and $ACP^{-1}$ -- properties are studied in the work. Under some additional conditions, it is showed that the modulus of such mappings $f$ can be more than each degree of logarithmic function at every neighborhood of the isolated essential singularity of $f.$

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