2 problems

0 votes0 replies0 views
The monomial basis conjecture for diagonal quasi-symmetric coinvariants
For each $n$ , let ${\mathcal B}_n$ be the recursively constructed set of monomials in ${\rm DQ}_n$ , using the rules … when $i+j<n-1$ , together with the diagonal rule … for…
Conjectureopencoinvariant-algebras diagonal-quasi-symmetric-functions monomial-basesarXiv posted 2 days ago
0 votes0 replies0 views
The diagonal quasi-symmetric Hilbert matrix recurrence conjecture
Let ${\rm DQ}_n={\mathbb Q}[{\bf x},{\bf y}]/\mathcal J_n$ be the quotient by the ideal generated by diagonally quasi-symmetric polynomials without constant term, and let $M_n$ be…
Conjectureopendiagonal-quasi-symmetric-functions hilbert-series temperley-liebarXiv posted 2 days ago

The monomial basis conjecture for diagonal quasi-symmetric coinvariants