Other Hyperbolic-Elliptic Well-Posed Systems
This chapter presents well-posed hyperbolic or hyperbolic-elliptic systems that lead to the same local existence andgeometric uniqueness theorems as the wave gauge choice. However, these different formulations may be important in numerical studies or global existence proofs. Topics covered include Leray–Ohya non-hyperbolicity of Rij = 0, wave equation for K, fourth-order non-strict and strict hyperbolic systems, first-order hyperbolic systems, Bianchi–Einstein equations, Bel–Robinson tensor and energy, and Bel–Robinson energy in a strip.
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