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Weyl tensor
(
C
α
β
γ
δ
)
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General relativity
Riemann curvature tensor
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Words: 97
Articles: 2
The Weyl tensor is the completely trace-free part of the
Riemann curvature tensor
. In four dimensions,
C
α
β
γ
δ
=
R
α
β
γ
δ
−
2
1
(
g
α
γ
R
β
δ
+
g
β
δ
R
α
γ
−
g
α
δ
R
β
γ
−
g
β
γ
R
α
δ
)
+
6
R
(
g
α
γ
g
β
δ
−
g
α
δ
g
β
γ
)
.
(6)
Table of contents
97
2
Trace-free property of the Weyl tensor
Weyl tensor
43
Weyl tensor of a conformally flat metric
Weyl tensor
26
Ancestors
(5)
Riemann curvature tensor
General relativity
Branch of physics
Physics
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(1)
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