de Sitter instanton from Euclidean dynamical triangulations

We study the emergence of de Sitter space in Euclidean dynamical triangulations (EDT). Working within semi-classical approximation, it is possible to relate lattice parameters entering simulations partition function quantum gravity. verify that EDT geometries behave semi-classically, and by making contact with Hawking-Moss instanton solution for function, we show how extract a value renormalized Newton's constant from simulations. This consistent our previous determination coming interaction scalar particles. That same universal appears these two different sectors theory strong indication provides viable formulation