B. Y. Chen's Inequality and Its Application to Slant Immersions into Kenmotsu Manifolds

참고문헌 (14)

1. "Subvariedades slant en variedades de Contacto" (1998), univer- sidad de sevilla
2. "Slant submanifolds in contact geometry", pp.183~198 (1996), Bull. Math. Soc.Roumanie
3. "A general inequality for submanifolds in complex-space forms and its applications", 67, pp.519~528 (1996)
4. "A Riemannian invariant and its applications to submanifold theory", 27, pp.17~26 (1995)
5. "cation theorems for minimal submanifolds", pp.568~578 (1993), Some pinching and classi？
6. "An exotic totally real mini-mal immersion of S3 in P3 and its characterization", 126, pp.153~165 (1996)
7. "Addendum to existence and uniqueness theorem forimmersions and its applications", 39, pp.18~22 (2001)
8. "Existence and uniqueness theorem for immersions andits applications", 31, pp.28~39 (1997)
9. "B. Y. Chen's inequality for C-totally realsubmanifolds of Sasakian space forms", 7, pp.364~374 (1997)
10. "conformally ？at and semi-symmetric submanifolds satisfying Chen's equality", 100, pp.163~169 (1997)
11. "Slant submanifoldsin Sasakian manifolds", 42, pp.125~138 (2000)
12. "A class of almost contact Riemannian manifolds", 24, pp.93~103 (1972)
13. "On Chen's basic equality", 42(1), pp.97~106 (1998)
14. "On Chen's basic equality", 42(1), pp.97~106 (1998)

관련 논문AI추천