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Constant mean curvature foliations of simplicial flat spacetimes
Benedetti and Guadagnini [5] have conjectured that the constant mean curvature foliation M τ in a 2 + 1 dimensional flat spacetime V with compact hyperbolic Cauchy surfaces satisfies lim τ →-∞ Mτ = s T , where Mτ and s T denote the marked length spectrum of M τ …