I'm looking at 2 sources.
One has it defined as ##T^{c}_{ab}=-\Gamma^{c}_{ab}+\Gamma^{c}_{ba}##
And the other has ##T^{c}_{ab}=\Gamma^{c}_{ab}-\Gamma^{c}_{ba}##
##T## the torsion tensor
and
##\Gamma^{c}_{ab}## the connection.
Or is it more that different texts use different conventions?
Thanks.
Does definition of torsion depend upon the metric signature?
One has it defined as ##T^{c}_{ab}=-\Gamma^{c}_{ab}+\Gamma^{c}_{ba}##
And the other has ##T^{c}_{ab}=\Gamma^{c}_{ab}-\Gamma^{c}_{ba}##
##T## the torsion tensor
and
##\Gamma^{c}_{ab}## the connection.
Or is it more that different texts use different conventions?
Thanks.
Does definition of torsion depend upon the metric signature?
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