Theorem 6.2 — $\eta_{\tilde\mu}(\pi^*)-\eta_{\tilde\mu}(\pi)\le\frac{\varepsilon}{1-\gamma}\|d_{\pi^*,\tilde\mu}/d_{\pi,\mu}\|_\infty$ when $\mathrm{OPT}(\mathbb A_{\pi,\mu})<\varepsilon$

Initializing...

Theorem 6.2 — $\eta_{\tilde\mu}(\pi^*)-\eta_{\tilde\mu}(\pi)\le\frac{\varepsilon}{1-\gamma}\|d_{\pi^*,\tilde\mu}/d_{\pi,\mu}\|_\infty$ when $\mathrm{OPT}(\mathbb A_{\pi,\mu})<\varepsilon$ · Prove2Me