Cartan–Ambrose–Hicks theorem
In mathematics, the Cartan–Ambrose–Hicks theorem is a theorem of Riemannian geometry, according to which the Riemannian metric is locally determined by the Riemann curvature tensor, or in other words, behavior of the curvature tensor under parallel translation determines the metric. A statement and proof of the theorem can be found in
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Cartan–Ambrose–Hicks theorem
In mathematics, the Cartan–Ambrose–Hicks theorem is a theorem of Riemannian geometry, according to which the Riemannian metric is locally determined by the Riemann curvature tensor, or in other words, behavior of the curvature tensor under parallel translation determines the metric. A statement and proof of the theorem can be found in
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In mathematics, the Cartan–Amb ...... of the theorem can be found in
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In mathematics, the Cartan–Amb ...... of the theorem can be found in
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Cartan–Ambrose–Hicks theorem
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