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Folding to the Bessel-Clifford system, and Equivariant Topological Recursion
algebraic-geometryclassical-analysis-and-odesexactly-solvable-and-integrable-systemsmathematical-physics
We study the interplay between symmetry reductions of meromorphic connections, folding, and topological recursion. As a motivating example, we realize the Bessel-Clifford system as a folding of a symmetry-invariant subspace of the $0-$member of the Painlevé IV hierarchy. We introduce equivariant top
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