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초록
We introduce a new notion of Reeb invariant structure Jacobi operator and two kinds of singular normal vector field N for a real hypersurface M in the complex quadric Q(m), m >= 3. If the unit normal N is 21-isotropic, we give a classification of Hopf real hypersurfaces with Reeb invariant structure Jacobi operator in the complex quadric Q(m), for m >= 3.
키워드
complex quadric; Hopf real hypersurface; structure Jacobi operator; u-isotropic; u-principal; Reeb invariance; PROJECTIVE-SPACE; 2-PLANE GRASSMANNIANS; FLOW
- 제목
- Real Hypersurfaces with Reeb Invariant Structure Jacobi Operator in the Complex Quadric
- 저자
- Kim, Gyu Jong; Jeong, Imsoon; Lee, Hyunjin
- 발행일
- 2021
- 유형
- Article
- 저널명
- Filomat
- 권
- 35
- 호
- 12
- 페이지
- 3933 ~ 3944
- 언어
- ENG
- 출판사
- UNIV NIS, FAC SCI MATH
- 발행국가
- 세르비아
- 분량
- 12 페이지
- ISSN
- E 2406-0933
P 0354-5180