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Perturbative unitarity of fractional field theories and gravity
Motivated by quantum gravity on spacetimes with multi-scale geometry, we analyze quantum field theories with a self-adjoint fractional power $(\Box^2)^{γ/2}$ of the d'Alembertian in the kinetic term, for any real $γ>0$. Selecting a particularly simple version of the kinetic term which we call hermit
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