An explicit closed-form map Top is derived from sub^n-soft graviton theorems that turns spin-graded holomorphic functions on local celestial patches into differential operators, with wedge subalgebras serving as the domain for representations in gravity and Yang-Mills.
Aspects of the BMS/CFT correspondence.JHEP, 05:062
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Higher-spin algebras from soft theorems I: the wedge condition
An explicit closed-form map Top is derived from sub^n-soft graviton theorems that turns spin-graded holomorphic functions on local celestial patches into differential operators, with wedge subalgebras serving as the domain for representations in gravity and Yang-Mills.