. "Both the zero set of the Jacobian and the branch set of a non-constant mapping of finite, (sub)exponentially integrable distortion have volume zero. If a mapping $f$ of finite distortion $K$ has essentially bounded multiplicity, and $K^{1/(n-1)}$ and the Jacobian $J_f$ are integrable, then $J_f.gt.0$ a.e."@en . "Zobrazen\u00ED s kone\u010Dnou distorz\u00ED: nulov\u00E1 mno\u017Eina jakobi\u00E1nu"@cs . . "Mappings of finite distortion: the zero set of the Jacobian"@en . . "RIV/00216208:11320/03:00005524" . "11"^^ . . "614330" . "Zobrazen\u00ED s kone\u010Dnou distorz\u00ED: nulov\u00E1 mno\u017Eina jakobi\u00E1nu"@cs . "5" . "1435-9855" . . . "Mal\u00FD, Jan" . . "2" . . "Mappings of finite distortion: the zero set of the Jacobian" . . "11320" . . "P(GA201/00/0767), Z(MSM 113200007)" . "Journal of the European Mathematical Society" . "RIV/00216208:11320/03:00005524!RIV08-MSM-11320___" . "Mappings of finite distortion: the zero set of the Jacobian"@en . "Nulov\u00E1 mno\u017Eina jakobi\u00E1nu a 'branch set' nekonstantn\u00EDho zobrazen\u00ED s kone\u010Dnou distorz\u00ED maj\u00ED m\u00EDru nula."@cs . "[FADFBE70ABA9]" . . . . . . "Both the zero set of the Jacobian and the branch set of a non-constant mapping of finite, (sub)exponentially integrable distortion have volume zero. If a mapping $f$ of finite distortion $K$ has essentially bounded multiplicity, and $K^{1/(n-1)}$ and the Jacobian $J_f$ are integrable, then $J_f.gt.0$ a.e." . . . "2"^^ . "Mappings of finite distortion: the zero set of the Jacobian" . "1"^^ . "DE - Spolkov\u00E1 republika N\u011Bmecko" . "Mappings; finite; distortion; Jacobian"@en . "95;105" . .