The paper proves that the u=-q^2 Hilbert series specialization of the superspace coinvariant ring has coefficients C(n,i)-C(n,i-1), settling the Sagan-Swanson palindromy conjecture.
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Universal Hilbert series coefficients of the superspace coinvariant ring
The paper proves that the u=-q^2 Hilbert series specialization of the superspace coinvariant ring has coefficients C(n,i)-C(n,i-1), settling the Sagan-Swanson palindromy conjecture.