On-shell recursion relations for effective field theories
We derive the first ever on-shell recursion relations applicable to effective field theories.
Based solely on factorization and the soft behavior of amplitudes, these recursion relations
employ a new rescaling momentum shift to construct all tree-level scattering amplitudes in
the nonlinear sigma model, Dirac-Born-Infeld theory, and the Galileon. Our results prove that
all theories with enhanced soft behavior are on-shell constructible.
Based solely on factorization and the soft behavior of amplitudes, these recursion relations
employ a new rescaling momentum shift to construct all tree-level scattering amplitudes in
the nonlinear sigma model, Dirac-Born-Infeld theory, and the Galileon. Our results prove that
all theories with enhanced soft behavior are on-shell constructible.
We derive the first ever on-shell recursion relations applicable to effective field theories. Based solely on factorization and the soft behavior of amplitudes, these recursion relations employ a new rescaling momentum shift to construct all tree-level scattering amplitudes in the nonlinear sigma model, Dirac-Born-Infeld theory, and the Galileon. Our results prove that all theories with enhanced soft behavior are on-shell constructible.
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