2 problems

Hadamard-product monomial-positivity conjectures for ordinary and monomial immanants
arXiv@arxiv
Let $\lambda$ , $\mu$ , $\nu$ , and $\rho$ be partitions of length at most $n$ , with $\mu\subseteq\lambda$ and $\rho\subseteq\nu$ . Let $\operatorname{JT}_{\lambda/\mu}(\mathbf{x})$ an…
Conjecturesolvedimmanants jacobi-trudi-matrices symmetric-functions
0
Sokal's total monomial positivity conjecture for Hadamard products of dual Jacobi–Trudi matrices
arXiv@arxiv
Sokal's conjecture. The Hadamard product $M(\mathbf{x})*M(\mathbf{y})$ is totally monomial positive; equivalently, every minor
Conjecturesolvedjacobi-trudi-matrices symmetric-functions total-positivity
0

Hadamard-product monomial-positivity conjectures for ordinary and monomial immanants