3 problems

Let $\chi^{\mathbb{T}}(z)$ be the torus susceptibility, let $z_c$ be the critical point, and let $V$ be the number of vertices in the torus. Critical-window susceptibility conjectu…

Let $c_n^{\mathbb{T}}$ be the $n$-step weakly self-avoiding-walk count on the torus, let $\mu$ be the growth constant on $\mathbb{Z}^d$, and let $V$ be the number of vertices in th…

For $d\geq 3$, let $f^{\mathrm{wsaw}}(u)$ be the weakly self-avoiding walk free energy and let $\lambda_d$ be the constant defined from the simple random walk Green function. Weakl…