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W-algebras form a rich family of vertex algebras, obtained from an affine vertex algebra via a sophisticated cohomological procedure known as quantum hamiltonian reduction. Although intricate, this reduction has the advantage of simplifying both the structure and the representation theory of W-algebras compared to that of the original affine vertex algebra. In this talk, I will discuss how to invert the procedure in order to reconstruct the more elaborated representation theory of the affine vertex algebra from that of its W-algebras.
Johannes Kellendonk, Alexander Thomas