On a Relation between two Non-Euclidean Connexions of Einstein Spaces

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概要

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• In this note we shall show that there exists a close relation between the generalized Poincare's and Klein's representations of Einstein spaces 1), 2). As these representations may be regarded to be non-Euclidean connexions of Einstein spaces which are special cases of those of arbitrary Riemann spaces 3), the same result holds good also for the latter.

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著者

• 立花 俊一

  Department Of Mathematics Faculty Of Science Ochanomizu University

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• On the Imbedding of a Projectively Connected Space in a Projective Space
• On the Imbedding Problem of Spaces of Constant Curvature in One Another
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• On Generalized Logarithmic Spirals in Riemann Spaces

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