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Worldline
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How can find components of tetrads from metric ?
i know the relation between tetrads and metric
g[itex]_{μ \nu}[/itex]=η[itex]_{ab}[/itex]e[itex]^{a}_{μ}[/itex]e[itex]^{b}_{\nu}[/itex]
where e[itex]^{b}_{\nu}[/itex] are component of tetrads , in the case of Schwarzschild that metric is diagonal , it is a easy problem but what about non-diagonal metric like kerr ?
i know the relation between tetrads and metric
g[itex]_{μ \nu}[/itex]=η[itex]_{ab}[/itex]e[itex]^{a}_{μ}[/itex]e[itex]^{b}_{\nu}[/itex]
where e[itex]^{b}_{\nu}[/itex] are component of tetrads , in the case of Schwarzschild that metric is diagonal , it is a easy problem but what about non-diagonal metric like kerr ?
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