Published on:
19 July 2023
Primary Category:
High Energy Physics - Theory
Paper Authors:
Leron Borsten,
Branislav Jurco,
Hyungrok Kim,
Tommaso Macrelli,
Christian Saemann,
Martin Wolf
Simple Lorentz-invariant twistor actions are constructed for self-dual Yang-Mills and gravity
The Yang-Mills action features color-kinematics duality and double copies to gravity
A non-commutative Hopf algebra controls momentum dependence
The example illustrates a homotopy algebraic double copy perspective
Self-dual Yang-Mills and gravity from twistor actions
This paper constructs simple Lorentz-invariant twistor space actions for maximally supersymmetric self-dual Yang-Mills theory and self-dual gravity. The Yang-Mills action exhibits color-kinematics duality and double copies to the gravity action. The example illustrates a homotopy algebraic perspective on the double copy using a non-commutative Hopf algebra controlling momentum dependence.
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