Third-order NSF operators for definite helicities generate the graviton exchange amplitude 16πG s³/(tu) for (+,- → +,-) scattering from a single Wick contraction, with finite angular integrals over S².
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The quantum Fisher information is reformulated as the connected symmetrized covariance of a time-integrated action deformation or as an insertion of the action derivative in the propagator within a path integral framework.
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Quantum graviton scattering with definite helicities in the null surface formulation, Part II: Third-order scattering and the exchange channels \author{C.~N.~Kozameh \and G.~O.~Depaola}
Third-order NSF operators for definite helicities generate the graviton exchange amplitude 16πG s³/(tu) for (+,- → +,-) scattering from a single Wick contraction, with finite angular integrals over S².
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Path Integral Approach to Quantum Fisher Information
The quantum Fisher information is reformulated as the connected symmetrized covariance of a time-integrated action deformation or as an insertion of the action derivative in the propagator within a path integral framework.