Constructs a surjective homomorphism from the double loop-nilpotent K-theoretic Hall algebra to the Coulomb branch algebra of a quiver gauge theory using shuffle algebra methods.
PBWD bases and shuffle algebra realizations forU v(Lsln), Uv1,v2(Lsln), Uv(Lsl(m|n))and their integral forms
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$K$-theoretic Hall algebras and Coulomb branches
Constructs a surjective homomorphism from the double loop-nilpotent K-theoretic Hall algebra to the Coulomb branch algebra of a quiver gauge theory using shuffle algebra methods.