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Sharp lifespan results for plane-symmetric fluids on decelerated spacetimes
In this article, we analyze plane-symmetric solutions to the relativistic Euler equations on spatially flat spacetimes with decelerated expansion. We consider a linear equation of state $p(ρ)=Kρ$ and power law inflation $a(t)=t^α$, where $0<K<\frac{1}{3}$ and $0\leqα<1$. Previous results imply nonli
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