Any gravitational scattering amplitude takes a remarkably simple factorized form at tree level in multi-Regge kinematics (MRK), where the produced particles are strongly ordered in rapidity. Very recently, it was shown that also the scattering equations have a very simple structure in MRK. In this paper we study Einstein gravity amplitudes in MRK in the framework of the scattering equations. We present a new derivation of the multi-Regge factorization of tree-level amplitudes with any number of external gravitons and any helicity configuration
We examine the high energy (Regge) limit of gravitational scattering using a Wilson line approach pr...
We derive the limiting form of graviton radiation in gravitational scattering at transplanckian ener...
In this note we study the applicability of the color-kinematics duality to the scattering of two dis...
Abstract Any gravitational scattering amplitude takes a remarkably simple factorized form at tree le...
We consider Riemann–Cartan gravity with minimal Palatini action, which is classically equivalent to ...
We study the solutions to the scattering equations in various quasi-multi-Regge regimes where the pr...
The scattering amplitudes in QCD and gravity at high energies are described in terms of reggeized gl...
The scattering equations, a system of algebraic equations connecting the space of kinematic invarian...
Britto, Cachazo and Feng have recently derived a recursion relation for tree-level scattering amplit...
We examine the Regge (high energy) limit of 4-point scattering in both QCD and gravity, using recent...
We show how the recently introduced "Pure Connection Formulation" of gravity provides a natural fram...
New methods are introduced for the description and evaluation of tree-level gravitational scattering...
We study the interplay between graviton reggeization and double-logarithmic in energy contributions ...
The maximally helicity violating tree-level scattering amplitudes involving three, four or five grav...
We show how the recently introduced 'Pure Connection Formulation' of gravity provides a natural fram...
We examine the high energy (Regge) limit of gravitational scattering using a Wilson line approach pr...
We derive the limiting form of graviton radiation in gravitational scattering at transplanckian ener...
In this note we study the applicability of the color-kinematics duality to the scattering of two dis...
Abstract Any gravitational scattering amplitude takes a remarkably simple factorized form at tree le...
We consider Riemann–Cartan gravity with minimal Palatini action, which is classically equivalent to ...
We study the solutions to the scattering equations in various quasi-multi-Regge regimes where the pr...
The scattering amplitudes in QCD and gravity at high energies are described in terms of reggeized gl...
The scattering equations, a system of algebraic equations connecting the space of kinematic invarian...
Britto, Cachazo and Feng have recently derived a recursion relation for tree-level scattering amplit...
We examine the Regge (high energy) limit of 4-point scattering in both QCD and gravity, using recent...
We show how the recently introduced "Pure Connection Formulation" of gravity provides a natural fram...
New methods are introduced for the description and evaluation of tree-level gravitational scattering...
We study the interplay between graviton reggeization and double-logarithmic in energy contributions ...
The maximally helicity violating tree-level scattering amplitudes involving three, four or five grav...
We show how the recently introduced 'Pure Connection Formulation' of gravity provides a natural fram...
We examine the high energy (Regge) limit of gravitational scattering using a Wilson line approach pr...
We derive the limiting form of graviton radiation in gravitational scattering at transplanckian ener...
In this note we study the applicability of the color-kinematics duality to the scattering of two dis...