Solution of the Geodesic Equations in the Power Ansatz

Part of the Fundamental Theories of Physics book series (FTPH, volume 157)

It has been seen in Sect. 20.4 that the phenomenological metrics for the electromagnetic, weak, gravitational, and strong interactions, derived in the context of DSR, can be recovered as 5D metrics found, in the Power Ansatz, as solutions of the Einstein equations in vacuum and with cosmological constant Θ(5) = 0. In this chapter we will solve the geodesic equations in the Power Ansatz, and apply the results obtained to the 5D metrics of the four fundamental interactions.


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© Springer 2007

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