9 problems

Let $B$ be a connected $3$-coloured graph with $2n$ vertices, and consider the quartic rank-three tensor model. Equal leading cumulants conjecture. The supplied source span begins…

One-dimensional search-space conjecture. The matrix model has search-space dimension one: all moments in the large-$N$ limit can be written in terms of the coupling constant $g$ an…

Consider the moments of the quartic bi-tracial two-matrix ensembles, whose relations are governed by the Schwinger–Dyson equations. Recursive moment conjecture. Starting from the s…

Consider the formal and convergent quartic bi-tracial two-matrix models described in the paper, with moments determined by their Schwinger–Dyson equations. Recursive moment conject…

The Seiberg–Witten geometry associated with a classical gauge theory is the geometric data underlying its low-energy description, while non-perturbative Schwinger–Dyson equations c…

Let $\rho$ be a complex density, let $\rho$ define the Schwinger–Dyson equation, and let $\mathcal{T}$ be the space of finite linear combinations … of linear forms $T_\gamma$ assoc…

Let $\mathcal{B}_{12}(p)$ be the family of bubbles with parameter $p$. For each $p\tenantgeq 0$, the Schwinger–Dyson equations form a linear system relating the BEVs of the two bub…

Let $\mathcal{B}_{12}(p)$ be the family of bubbles with parameter $p$, and let the BEVs denote their bubble expectation values. The Schwinger–Dyson equations (SDEs) determine relat…

The Schwinger–Dyson equations (SDEs) for the tensor model may admit multiple solutions, described by BEVs (bubble expectation values), and the analysis considers whether finitely m…