Surfaces in Euclidean 3-space with Maslovian normal bundles
arXiv:2303.08381
Abstract
We prove that a surface in Euclidean -space has Maslovian normal bundle if and only if it is a part of a round sphere, a circular cylinder, or a circular cone.
arXiv:2303.08381
We prove that a surface in Euclidean -space has Maslovian normal bundle if and only if it is a part of a round sphere, a circular cylinder, or a circular cone.