4 problems

Let $\mathcal M(\lambda,\mu)$ be the Coulomb branch associated with a quiver gauge theory, let $\chi\colon\mathbb C^\times\to\pi_1(\mathbf G)^\wedge$ be the one-parameter subgroup…

Consider Seiberg-dual dimer models, with the canonical weight choice, and let $R(x,y)$ be the Ronkin function associated with their Newton polynomial. Ronkin Seiberg-duality conjec…

Consider Seiberg-dual dimer models with canonical edge weights, and let $P_1(z,w)$ and $P_2(z,w)$ be their Newton polynomials. Let $n_i$ be the number of edges, equivalently multip…

Coherent-component invariance conjecture. Quivers which are toric (Seiberg) duals have the same coherent component of the master space.