@article{zu213926,
          number = {10},
           title = {? ?????? ?????????? ???????????????? ?????????????? ?????? ????????.},
          author = {?. ?. ???????????},
       publisher = {??????????? ???????? ????},
            year = {2005},
           pages = {40--41},
         journal = {???????? ???????????? ???????? ???? ???????},
             url = {http://eprints.zu.edu.ua/13926/},
        abstract = {It is proved that the locally uniform limit f of a sequence of space homeomorphisms fm in
the Sobolev class W1;n
loc with the outer dilatations KO(x; fm) ? K(x) 2 Ln?1
loc is either a
homeomorphism or a constant. If in addition, f is a homeomorphism of the class W1;n
loc ; then
KO(x; fm) ? K(x) a.e.}
}