%A ?. ?. ???????????
%J ???????? ???????????? ???????? ???? ???????
%T ? ?????? ?????????? ???????????????? ?????????????? ?????? ????????.
%X 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.
%N 10
%P 40-41
%D 2005
%I ??????????? ???????? ????
%L zu213926