Abstract
In the Grassmann manifold of an arbitrary C ∗ {C^ * } -algebra, the geodesics of length less than π \pi are curves of minimal length.
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https://doi.org/10.1090/s0002-9939-1987-0891146-6
Copy DOIPublication Date: Jan 1, 1987 | |
Citations: 92 |
In the Grassmann manifold of an arbitrary C ∗ {C^ * } -algebra, the geodesics of length less than π \pi are curves of minimal length.
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