A Universal Approach to Vertex Algebras
Ruthi Hortsch, Igor Kriz, Ales Pultr

TL;DR
This paper presents a universal characterization of vertex algebras using graded co-operads, offering a new algebraic framework and exploring its categorical implications.
Contribution
It introduces a novel approach to vertex algebras by describing them as algebras over a graded co-operad, expanding their theoretical understanding.
Findings
Vertex algebras characterized via graded co-operads
Examples illustrating the new framework provided
Discussion of categorical implications of the characterization
Abstract
We characterize vertex algebras (in a suitable sense) as algebras over a certain graded co-operad. We also discuss some examples and categorical implications of this characterization.
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