Publication venue 'Springer Publishing Company'
Publication date 01/01/1988
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Publication date 01/01/1984
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Publication venue Osaka University and Osaka City University, Departments of Mathematics
Publication date 01/01/1984
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Publication venue 'Springer Publishing Company'
Publication date 01/01/1994
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Publication venue 'Springer Publishing Company'
Publication date 01/01/1991
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Publication venue 'Springer Publishing Company'
Publication date 01/01/1973
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Publication venue 'Springer Publishing Company'
Publication date 01/01/1969
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Publication date 01/01/2019
Field of study Get PDF 早大学位記番号:新8421早稲田大
Publication venue 'Institute of Mathematics, University of Tsukuba'
Publication date 01/12/1978
Field of study Get PDF Let (M, g) be a compact connected Riemannian manifold. Fix a point o of M and denote by To(M) the tangent space of M at o. Let Exp: To(M)-M be the exponential map of (M, g) at o. A tangent vector X∈To(M) is called a tangential conjugate point of (M, g), ..