On the global existence of generalized rotational hypersurfaces with prescribed mean curvature in the Euclidean spaces, II

Abstract

In the previous paper, it has been proved that the generalized rotational hypersurfaces of O(n-1)-type and O (l+1) x O(m+1)-type, for which the mean curvature is any prescribed continuous function. This paper is a sequel, and a similar existence result is shown for any type.