A relativistic collapse dynamics with a local quadratic field operator and non-Markovian Lorentz-invariant noise is shown to preserve microcausality and give a finite energy rate under normal ordering.
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Towards relativistic generalization of collapse models
A relativistic collapse dynamics with a local quadratic field operator and non-Markovian Lorentz-invariant noise is shown to preserve microcausality and give a finite energy rate under normal ordering.