3 problems

Let $Y_L$ be the quantity defined in the paper from the finite-size expectation-value calculation, and let $q$ be the model parameter. Let $w$ be its spectral variable. Invariance…

Let $F_L$ be the expectation value defined from the two-boundary Temperley–Lieb ground-state eigenvectors, and let $Z_L$ be the corresponding normalisation. Let $P$ denote a polyno…

Let $L$ be the system size, let $z_1,\ldots,z_L$ be spectral parameters, let $\zeta_0$ and $\zeta_L$ be boundary parameters, and let $k$ and $s$ denote the functions and parameter…