Theorem 6.1 (corrected) — $R_M$ is an $(\epsilon,\delta)$-approximator for $M \ge \frac12\epsilon^{-2}n^2\mathrm{rank}^{-2}(A)\ln(2/\delta)\kappa_f^2(A)$

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Theorem 6.1 (corrected) — $R_M$ is an $(\epsilon,\delta)$-approximator for $M \ge \frac12\epsilon^{-2}n^2\mathrm{rank}^{-2}(A)\ln(2/\delta)\kappa_f^2(A)$ · Prove2Me