Local behavior of mappings defined by their distributional derivatives

Автор(и)

  • A. Golberg
  • R. Salimov

Анотація

We study asymptotic behavior of spatial mappings at the origin. These mappings belong to the Orlic-Sobolev class and are defined by their Jacobi
matrices. The theorem provides a result of a Schwarz Lemma type. The sharpness of conditions is illustrated by an example.

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Опубліковано

23-04-2015

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