8 problems

Freedman–Lovász–Schrijver conjecture. Edge reflection positive graph parameters should admit a characterization analogous to the characterization of vertex-coloring-model partition…

Completeness conjecture. Every reflection-positive process admits a representation as a deep NN-QM whose inputs $y_t^{(i)}$ are symmetric Markov processes.

Let $H_n$ be the symmetry group in dimension $n$, let $MTH$ be the Thom spectrum associated to this symmetry, and let $I\mathbb Z$ denote the Anderson dual of the sphere spectrum.…

Let $H_n$ be a symmetry group in dimension $n$, and consider invertible $n$-dimensional extended topological field theories with reflection structure and positive partition functio…

Critical-index divergence conjecture. For the exact solution of the master equation, the critical index $n^{\mathcal{S}}$ diverges for

Stieltjes-property conjecture. The function $a\mapsto G_{aa}$ is a Stieltjes function for

Stieltjes-equivalence conjecture. The function $a\to G_{aa}$ is Stieltjes if and only if the function $b\to G_{0b}$ is Stieltjes.

Stieltjes-function conjecture. The functions $G_{0b}$ and $G_{aa}$ are Stieltjes functions.