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- W99389731 abstract "We prove a version of the Morse Index Theorem for periodic geode- sics in a stationary Lorentzian manifold. This theorem relates the index of a suitable restriction of the second variation of the Lorentzian action functional to the Maslov index of a periodic geodesic. The Maslov index of a periodic geodesic is a semi-integer defined in terms of the flow of the Jacobi equation along the geodesic, which produces a curve in the symplectic group." @default.
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- W99389731 date "2001-01-01" @default.
- W99389731 modified "2023-09-26" @default.
- W99389731 title "On the Morse and the Maslov index for periodic geodesics of arbitrary causal character" @default.
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