Establishes global existence for wave-Klein-Gordon systems with nonlinear damping induced by coefficient constraints, proved via bootstrap argument with hyperboloidal foliation and vector field methods.
Christodoulou, Global solutions to non linear wave equations for small initial data, Commun
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A non-linear damping structure and global stability of wave-Klein-Gordon coupled system in $\mathbb{R}^{3+1}$
Establishes global existence for wave-Klein-Gordon systems with nonlinear damping induced by coefficient constraints, proved via bootstrap argument with hyperboloidal foliation and vector field methods.