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Ramified convolution and monodromy bases for symmetrizable Kac--Moody algebras
We realize the positive enveloping algebra of a symmetrizable Kac--Moody algebra by convolution on a ramified preprojective species over $\mathbb{C}((t))$. The coefficients are alternating traces of tame monodromy on representation flag varieties. We prove the relative Serre relations modulo classes
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