4 problems

Chewi–Stromme conjecture.

Let $K$ be the number of temperatures, let $\alpha_K$ denote the highest-temperature parameter in the Markov case, and let $(1/2)^{K-1}$ be its value in the static setting. The low…

Let $\rho^\mathsf{May}(\beta)$ be the Mayer density, $R^\mathsf{vir}(\beta)$ the radius of convergence of the virial expansion, and $\rho_\mathrm{sat}(\beta)$ the saturated-gas den…

Suppose that $v$ satisfies the stated pair-potential and uniformity assumptions. Let $R^\mathsf{May}(\beta)$ denote the radius of convergence of the Mayer series, and let…