Pages that link to "Item:Q2421623"
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The following pages link to Holomorphic classical limit for spin effects in gravitational and electromagnetic scattering (Q2421623):
Displaying 50 items.
- On-shell heavy particle effective theories (Q779321) (← links)
- Complete Hamiltonian for spinning binary systems at first post-Minkowskian order (Q779373) (← links)
- Classical gravitational scattering at \(\mathcal{O} (G^3)\) from Feynman diagrams (Q783956) (← links)
- Classical observables from coherent-spin amplitudes (Q825617) (← links)
- Minimal spin deflection of Kerr-Newman and supersymmetric black hole (Q825622) (← links)
- Radiative classical gravitational observables at \(\mathcal{O} (G^3)\) from scattering amplitudes (Q825767) (← links)
- Feynman integrals and mirror symmetry (Q827164) (← links)
- Amplitudes for astrophysicists: known knowns (Q1709994) (← links)
- Amplitudes, observables, and classical scattering (Q1735631) (← links)
- Inelastic black hole scattering from charged scalar amplitudes (Q1750896) (← links)
- Classical potential for general spinning bodies (Q1995103) (← links)
- Gravitational cubic-in-spin interaction at the next-to-leading post-Newtonian order (Q2024210) (← links)
- Tidal effects for spinning particles (Q2028296) (← links)
- A worldsheet for Kerr (Q2028360) (← links)
- Scattering of gravitons and spinning massive states from compact numerators (Q2032615) (← links)
- Classical solutions and their double copy in split signature (Q2048093) (← links)
- On the double copy for spinning matter (Q2083041) (← links)
- Standard model EFTs via on-shell methods (Q2083084) (← links)
- Compton black-hole scattering for \(s \leq 5/2\) (Q2087310) (← links)
- Post-Newtonian waveforms from spinning scattering amplitudes (Q2087795) (← links)
- Anyons and the double copy (Q2087806) (← links)
- SUSY in the sky with gravitons (Q2087817) (← links)
- Yang-Mills observables: from KMOC to eikonal through EFT (Q2087840) (← links)
- The radial action from probe amplitudes to all orders (Q2090943) (← links)
- NS-NS spacetimes from amplitudes (Q2100906) (← links)
- Searching for Kerr in the 2PM amplitude (Q2104623) (← links)
- Celestial \(w_{1+\infty}\) symmetries from twistor space (Q2120859) (← links)
- Radiation reaction for spinning black-hole scattering (Q2157261) (← links)
- Kerr-Newman from minimal coupling (Q2185249) (← links)
- Kerr black holes as elementary particles (Q2185267) (← links)
- From boundary data to bound states (Q2185292) (← links)
- From boundary data to bound states. II: Scattering angle to dynamical invariants (with twist) (Q2188627) (← links)
- Massive on-shell supersymmetric scattering amplitudes (Q2283411) (← links)
- Heavy black hole effective theory (Q2292487) (← links)
- Scalar-graviton amplitudes (Q2292546) (← links)
- Scattering amplitudes, black holes and leading singularities in cubic theories of gravity (Q2303130) (← links)
- Observables and amplitudes for spinning particles and black holes (Q2303215) (← links)
- Integrability of black hole orbits in maximal supergravity (Q2317831) (← links)
- Scattering of spinning black holes from exponentiated soft factors (Q2332213) (← links)
- The simplest massive S-matrix: from minimal coupling to black holes (Q2421699) (← links)
- Tidal effects in quantum field theory (Q2660195) (← links)
- Classical Yang-Mills observables from amplitudes (Q2660226) (← links)
- Kerr-Newman stress-tensor from minimal coupling (Q2660247) (← links)
- Scattering amplitudes and the double copy in topologically massive theories (Q2660278) (← links)
- Scalar QED as a toy model for higher-order effects in classical gravitational scattering (Q2678067) (← links)
- The 2PM Hamiltonian for binary Kerr to quartic in spin (Q2678082) (← links)
- Amplitude bases in generic EFTs (Q2678227) (← links)
- NLO deflections for spinning particles and Kerr black holes (Q2683920) (← links)
- Gravitational Faraday effect from on-shell amplitudes (Q2694333) (← links)
- The SAGEX review on scattering amplitudes Chapter 13: Post-Minkowskian expansion from scattering amplitudes (Q5878305) (← links)