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What is Stability of Hyperbolic PDEs in Physics about?

This thesis investigates the asymptotic stability of hyperbolic partial differential equations (PDEs) derived from general relativity and the standard model of particle physics. It establishes the stability of various special solutions against small perturbations, demonstrating the mathematical viability of these models for physical phenomena. The work includes significant results on Kaluza-Klein spacetimes, the U(1) Higgs model, and Milne spacetime, contributing to the understanding of stability in complex

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not the sine you are looking for

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EN