This work reformulates algebraic structures using nonlinear lie conformal algebras, suggesting implications for theoretical physics.
This work is motivated by recent developments in celestial holography. In [15], the authors interpreted QCD collinear singularities in terms of operator product expansions in a two-dimensional CFT. We reformulate the algebraic structures arising in their work using the formalism of nonlinear Lie conformal algebras developed in [31].
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Igel et al. (2026) studied this question.
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