Pak Jin | Department Of Mathematics Kyungpook National University
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概要
関連著者
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Pak Jin
Department Of Mathematics Kyungpook National University
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Pak Hong
Department Of Mathematics Kyungpook National University
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Pak Jin
Department of Mathematics, Kyungpook National University
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Oh Ge
Dong Myung Junior College
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KANG Tae
Department of Physics and Quantum-Functional Semiconductor Research Center, Dongguk University
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Pak Hong
Department Of Mathematics Kyungsan University
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Pak Jin
Department Of Mathematics Teachers College Kyungpook National University
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Pak Jin
Department Of Mathematics Teacher's College Kyungpook National University
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Jung Seoung
Department of Mathematics, Teachers College, Kyungpook National University
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Kwon Jung-Hwan
Department of Mathematics, Teachers College, Taegu University
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Kwon Jung-hwan
Department Mathematics Education Taegu University
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Kwon Jung-hwan
Department Of Mathematics Teachers College Taegu University
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Sakamoto Kunio
Department Of Mathematics Faculty Of Science Saitamauniversity
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Jung Seoung
Department Of Mathematics Jeju National Universit
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Jung Seoung
Department Of Mathematics Teachers College Kyungpook National University
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Kang Tae
Department Of Mathematics College Of Natural Science Ulsan University
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Kang Tae
Department Of Mathematics University Of Ulsan
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Yorozu Shinsuke
Department Of Mathematics Education Miyagi University Of Education
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Kang Tae
Department Of Clinical Pharmacology Team National Institute Of Toxicological Research Korea Food And Drug Administration
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SAKAMOTO Kunio
Department of Mathematics Tokyo Institute of Technology
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YOROZU Shinsuke
Department of Mathematics College of Liberal Arts Kanazawa University
著作論文
- Notes on dense leaves of riemannian foliations
- Stability theorem for a holomorphic Riemannian foliation
- Transverse conformal fields on foliated Riemannian manifolds
- A transversal Dirac operator and some vanishing theorems on a complete foliated Riemannian manifold
- Transverse conformal mappings of complete foliated Riemannian manifolds with harmonic foliation
- CR-submanifolds with cubic geodesic immersion in a complex space form
- A note on L^-transverse conformal fields on complete foliated riemannian manifolds
- SUBMANIFOLDS WITH PROPER d-PLANAR GEODESICS IMMERSED IN COMPLEX PROJECTIVE SPACES