Flat Moebius strips of given isotopy types in R^3 whose centerlines are geodesics or lines of curvature
We construct real analytic flat Moebius strips of arbitrary isotopy types, whose centerlines are geodesics or lines of curvature.
math.DG↗
arXiv subjects
Publications and source records attributed to Yasuhiro Kurono.
We construct real analytic flat Moebius strips of arbitrary isotopy types, whose centerlines are geodesics or lines of curvature.