Kerr Metric

$ds^2=\backslash rho^2(\backslash frac\{dr^2\}\{\backslash Delta\}+d\backslash theta^2)+(r^2+a^2)\backslash sin^2\backslash theta\; d\backslash phi^2-dt^2+\backslash frac\{2mr\}\{\backslash rho^2\}(a\backslash sin^2\backslash theta\; d\backslash phi-dt)^2$

ρ²=r² + a²cos²θ

Δ=r² - 2mr + a².

References

• Ronald Adler, Maurice Bazin, Menahem Schiffer, Introductin to General Relativity (Second Edition), (1975) McGraw-Hill New York, ISBN 0-07-000423-4 See chapter 7.

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