5 problems

Effective-series thermodynamic-limit conjecture.

Thermodynamic-limit conjecture. The specialization $\rho_{N;\mathrm{eff}}(x,t\mid\gamma=1)=\rho_{N;\mathrm{eff}}(x,t)$ has the same thermodynamic limit as $\rho_N(x,t)$.

Let $n$ be fixed, and let $H_{n;x}^{(\{\epsilon_{\boldsymbol t}\})}$ have the detailed representation whose summands are indexed by integers $m,p,b$ and an index $\tau$. Let…

Let $\rho_N(x,t)$ be the finite-volume reduced density matrix. Set ${\mathcal B}_L=\{n\in\mathbb Z:-w_L<n<w_L\}$,…

Let $\rho_N(x,t)$ be the finite-volume reduced density matrix, let $\rho_{N;\mathrm{eff}}(x,t)$ be the effective reduced density matrix obtained by retaining the prescribed low-ene…