Strict concavity of the growth indicator function is proved for Zariski dense relatively theta-Anosov groups by establishing C^1 regularity of the Manhattan hypersurface.
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Strict concavity of the growth indicator function for relatively Anosov groups
Strict concavity of the growth indicator function is proved for Zariski dense relatively theta-Anosov groups by establishing C^1 regularity of the Manhattan hypersurface.