Seven-dimensional considerations of Einstein's connection. II: The recurrence relations of the second and third kind in 7--UFT.

Kim, Mi Ae; So, Keum Sook; Cho, Chung Hyun; Chung, Kyung Tae

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Seven-dimensional considerations of Einstein'sconnection. III: The seven-dimensional Einstein's connection.

Kim, Mi Ae, So, Keum Sook, Cho, Chung Hyun, Chung, Kyung Tae (2003)

International Journal of Mathematics and Mathematical Sciences

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Six-dimensional considerations of Einstein's connection for the first two-classes. I: The recurrence relations in 6- $g$ -UFT.

Chung, Kyung Tae, Yang, Gye Tak, Hwang, In Ho (1999)

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Seven-dimensional considerations of Einstein's connection. I: The recurrence relations of the first kind in $n$ - $g$ -UFT.

Kim, Mi Ae, So, Keum Sook, Cho, Chung Hyun, Chung, Kyung Tae (2003)

International Journal of Mathematics and Mathematical Sciences

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On the ME-manifold in $n$ - $^{*} g$ -UFT and its conformal change.

Chung, Kyung Tae, Eun, Gwang Sik (1994)

International Journal of Mathematics and Mathematical Sciences

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On generalized Einstein metrics.

Labbi, Mohammed Larbi (2010)

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A Kähler Einstein structure on the tangent bundle of a space form.

Oproiu, Vasile (2001)

International Journal of Mathematics and Mathematical Sciences

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Impossible Einstein-Weyl geometries

Eastwood, Michael

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In the joint paper of the author with [J. Reine Angew. Math. 491, 183-198 (1997; Zbl 0876.53029)] they showed all local solutions of the Einstein-Weyl equations in three dimensions, where the background metric is homogeneous with unimodular isometry group. In particular, they proved that there are no solutions with Nil or Sol as background metric. In this note, these two special cases are presented.

On Super Quasi Einstein Manifold

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Classification of $ξ$ -Ricci-semisymmetric $(κ, μ)$ -manifolds.

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Displaying similar documents to “Seven-dimensional considerations of Einstein's connection. II: The recurrence relations of the second and third kind in 7- g -UFT.”

Displaying similar documents to “Seven-dimensional considerations of Einstein's connection. II: The recurrence relations of the second and third kind in 7- $g$ -UFT.”