Next to subleading soft-graviton theorem in arbitrary dimensions

Abstract

We study the soft graviton theorem recently proposed by Cachazo and Strominger. We employ the Cachazo, He and Yuan formalism to show that the next to subleading order soft factor for gravity is universal at tree level in arbitrary dimensions.

14 pages; v2: references added, typos corrected

References in corpus (6)

• Low's Subleading Soft Theorem as a Symmetry of QED
• Loop Corrections to Soft Theorems in Gauge Theories and Gravity
• Subleading soft theorem in arbitrary dimension from scattering equations
• Diagrammatic insights into next-to-soft corrections
• Perturbative gravity at null infinity
• Subleading Soft Factor for String Disk Amplitudes

Cited by in corpus (8)

• Next-to-soft corrections to high energy scattering in QCD and gravity
• Sub-subleading Soft Graviton Theorem in Generic Theories of Quantum Gravity
• CHY representations for gauge theory and gravity amplitudes with up to three massive particles
• Subleading Soft Theorem for Multiple Soft Gravitons
• The Double Copy Structure of Soft Gravitons
• Soft behavior of a closed massless state in superstring and universality in the soft behavior of the dilaton
• Soft Theorem of N=4 SYM in Grassmannian Formulation
• Soft-Theorems for Scalar Particles: The Dilatons Story