논문
Slant curves in a contact pseudo-Hermitian 3-manifold
- 저자이지은
- 학술지Bulletin of the Australian Mathematical Society 319/7
- 등재유형
- 게재일자(2008)
By using the pseudo-Hermitian connection (or Tanaka–Webster connection) 
, we construct the parametric equations of Legendre pseudo-Hermitian circles (whose 
-geodesic curvature 
is constant and -geodesic torsion 
is zero) in S3. In fact, it is realized as a Legendre curve satisfying the -Jacobi equation for the -geodesic vector field along it.
By using the pseudo-Hermitian connection (or Tanaka–Webster connection) , we construct the parametric equations of Legendre pseudo-Hermitian circles (whose -geodesic curvature is constant and -geodesic torsion is zero) in S3. In fact, it is realized as a Legendre curve satisfying the -Jacobi equation for the -geodesic vector field along it.
