2 problems
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Etingof–Rains conjecture on poles of algebraically integrable operators
An algebraically integrable operator with rational coefficients and -symmetry is being considered, where denotes the cyclic group of order . Its poles are viewed as point…
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Schiffmann's conjecture on canonical bases and the centre of cyclic-quiver Hall algebras
Let be the Ringel–Hall algebra of the cyclic quiver with vertices, let and b{( u,cdots, u)}^ denote the canonical and dual canonical basis elements i…