ON FINITELY LIPSCHITZ SPACE MAPPINGS
It is established that a ring <i>Q</i>-homeomorphism with respect to <i>p</i>-modulus in R<i>n</i>, <i>n </i>> 2<i>; </i>is finitely Lipschitz if <i>n. </i>1 <i>< p < n </i>and if the mean integral value of <i>Q</i>(<i>x</i>) over infinitesimal balls <i>B</i>(<i>x</i>0<i>; "</i>) is finite everywhere.