E.Mukhin

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math.QA2001

A differential ideal of symmetric polynomials spanned by Jack polynomials at $β = - (r - 1) / (k + 1)$

B. Feigin, M. Jimbo, T. Miwa +1

For each pair of positive integers (k,r) such that k+1,r-1 are coprime, we introduce an ideal $I_{n}^{(k, r)}$ of the ring of symmetric polynomials. The ideal $I_{n}^{(k, r)}$ has a basi…

math.QA2001

Addendum to `Bosonic formulas for $(k, l)$ -admissible partitions'

B. Feigin, M. Jimbo, S. Loktev +2

In our earlier paper we made a combinatorial study of (k,l)-admissible partitions. This object appeared already in the work of M. Primc as a label of a basis of level k-integrable…

A differential ideal of symmetric polynomials spanned by Jack polynomials at β=−(r−1)/(k+1)

Addendum to `Bosonic formulas for (k,l)-admissible partitions'

A differential ideal of symmetric polynomials spanned by Jack polynomials at $β = - (r - 1) / (k + 1)$

Addendum to `Bosonic formulas for $(k, l)$ -admissible partitions'