Presentation Title

P-17 Recent Developments of V^T-rectifying Submanifolds

Presenter Information

Yun Oh, Andrews UniversityFollow

Presenter Status

Associate professor, Mathematics

Preferred Session

Poster Session

Start Date

25-10-2019 2:00 PM

Presentation Abstract

The idea of rectifying curves in E^3 was introduced in 2003 by B.-Y. Chen, and he extended the notion to the rectifying submanifold in E^n in 2016. The following year he introduced the rectifying submanifold in an arbitrary Riemannian manifold associated with a torqued vector V. In this talk, we investigate another idea of rectifying submanifold in terms of the normal component of a torqued vector field V. Some recent results will be discussed.

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Oct 25th, 2:00 PM

P-17 Recent Developments of V^T-rectifying Submanifolds

The idea of rectifying curves in E^3 was introduced in 2003 by B.-Y. Chen, and he extended the notion to the rectifying submanifold in E^n in 2016. The following year he introduced the rectifying submanifold in an arbitrary Riemannian manifold associated with a torqued vector V. In this talk, we investigate another idea of rectifying submanifold in terms of the normal component of a torqued vector field V. Some recent results will be discussed.