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| """Generate paper/table_audit_main.tex: main audit results table. | |
| One row per unlearning method; three column blocks: | |
| behavioral gates -- checkpoints passing FQ > 0.05 and MU >= 90% of | |
| theta_0, and the best FQ attained on the grid; | |
| residual access -- median normalized J-Access, share of checkpoints | |
| above the gold anchor, share Holm-significant; | |
| revival prediction -- within-method Spearman rho between pre-attack | |
| J-Access and excess revival (n=9 each), 95% CI, pooled in the | |
| bottom row. | |
| Bold marks the least residual access per column. | |
| """ | |
| import json | |
| import numpy as np | |
| from scipy import stats | |
| RES = "/workspace/jspace-unlearning/results" | |
| OUT = "/workspace/jspace-unlearning/paper/table_audit_main.tex" | |
| MU_GATE = 0.9 * 0.5994 | |
| grid = json.load(open(f"{RES}/p0a_grid398.json")) | |
| models = grid["models"] | |
| h2 = json.load(open(f"{RES}/h2_ckpt_stats.json")) | |
| j_gold = grid["digest"]["j_gold"] | |
| methods = sorted({v["method"] for v in models.values()}) | |
| def fq_fmt(x): | |
| s = f"{np.log10(max(x, 1e-300)):.1f}" | |
| if s == "-0.0": | |
| s = "0.0" | |
| return f"${s}$" | |
| rows, zs = [], [] | |
| for meth in methods: | |
| sel = [v for v in models.values() if v["method"] == meth] | |
| pts = [(v["jocc_v2_mean"], v["excess_rate"]) for k, v in h2.items() | |
| if k.split("_")[0] == meth] | |
| r, _ = stats.spearmanr(*zip(*pts)) | |
| z, se = np.arctanh(np.clip(r, -0.999, 0.999)), 1 / np.sqrt(len(pts) - 3) | |
| zs.append((z, se)) | |
| rows.append(dict( | |
| name=meth, | |
| npass=sum(1 for v in sel if v["fq"] > 0.05 and v["mu"] >= MU_GATE), | |
| ntot=len(sel), | |
| bestfq=max(v["fq"] for v in sel), | |
| med=np.median([v["omega"] for v in sel]), | |
| gt=100 * np.mean([v["jocc10"] > j_gold for v in sel]), | |
| sig=100 * np.mean([v["p_holm"] < 0.05 for v in sel]), | |
| rho=(r, np.tanh(z - 1.96 * se), np.tanh(z + 1.96 * se)), | |
| )) | |
| best = {k: min(r[k] for r in rows) for k in ("med", "gt", "sig")} | |
| def cell(r, key, fmt): | |
| s = fmt.format(r[key]) | |
| return rf"\textbf{{{s}}}" if np.isclose(r[key], best[key]) else s | |
| lines = [] | |
| for r in rows: | |
| rho, lo, hi = r["rho"] | |
| lines.append( | |
| f"{r['name']} & {r['npass']}/{r['ntot']} & {fq_fmt(r['bestfq'])} & " | |
| f"{cell(r, 'med', '{:.2f}')} & {cell(r, 'gt', '{:.0f}\\%')} & " | |
| f"{cell(r, 'sig', '{:.0f}\\%')} & " | |
| f"${rho:+.2f}\\;[{lo:+.2f},\\,{hi:+.2f}]$ \\\\") | |
| wz = sum(z / se ** 2 for z, se in zs) / sum(1 / se ** 2 for _, se in zs) | |
| wse = 1 / np.sqrt(sum(1 / se ** 2 for _, se in zs)) | |
| allv = list(models.values()) | |
| all_pass = sum(1 for v in allv if v["fq"] > 0.05 and v["mu"] >= MU_GATE) | |
| all_row = ( | |
| f"All & {all_pass}/{len(allv)} & --- & " | |
| f"{np.median([v['omega'] for v in allv]):.2f} & " | |
| f"{100 * np.mean([v['jocc10'] > j_gold for v in allv]):.0f}\\% & " | |
| f"{100 * np.mean([v['p_holm'] < 0.05 for v in allv]):.0f}\\% & " | |
| f"${np.tanh(wz):+.2f}\\;[{np.tanh(wz - 1.96 * wse):+.2f}," | |
| f"\\,{np.tanh(wz + 1.96 * wse):+.2f}]$ \\\\") | |
| body = "\n".join(lines) | |
| tex = rf"""% Auto-generated by src/make_table_audit.py from | |
| % results/p0a_grid398.json and results/h2_ckpt_stats.json | |
| \begin{{table*}}[t] | |
| \centering | |
| \caption{{\jocc{{}} audit of the OpenUnlearning grid (398 checkpoints, | |
| 8 methods, TOFU forget10). \textbf{{Behavioral gates}}: checkpoints | |
| passing Forget Quality $>0.05$ and model utility $\geq 90\%$ of the | |
| original model $\theta_0$, and the best $\log_{{10}}$ Forget Quality | |
| attained ($0$: indistinguishable from $\theta_g$ under the KS test). | |
| \textbf{{Residual access}}: median normalized \jocc{{}} ($0$: | |
| retain-only anchor $\theta_g$, $1$: $\theta_0$), share of checkpoints | |
| with raw access above $\theta_g$, and share significant under grid-wide | |
| Holm correction. \textbf{{Revival prediction}}: within-method Spearman | |
| $\rho$ between pre-attack \jocc{{}} and excess revival after relearning | |
| ($n=9$ checkpoints per method; bottom row: inverse-variance pooled). | |
| $\downarrow$: smaller is preferable; least residual access in | |
| \textbf{{bold}}.}} | |
| \label{{tab:audit}} | |
| \setlength{{\tabcolsep}}{{9pt}} | |
| \renewcommand{{\arraystretch}}{{1.12}} | |
| \begin{{tabular}}{{l|cc|ccc|c}} | |
| \toprule[1.5pt] | |
| \multirow{{2}}{{*}}{{Method}} & \multicolumn{{2}}{{c|}}{{Behavioral gates}} | |
| & \multicolumn{{3}}{{c|}}{{Residual access}} | |
| & \multicolumn{{1}}{{c}}{{Revival prediction}} \\ | |
| \cmidrule(lr){{2-3}}\cmidrule(lr){{4-6}}\cmidrule(lr){{7-7}} | |
| & pass & best $\log_{{10}}$FQ & med.\ \jocc{{}} $\downarrow$ & $>\theta_g$ $\downarrow$ | |
| & sig.\ $\downarrow$ & $\rho$ [95\% CI] \\ | |
| \midrule[1.5pt] | |
| {body} | |
| \midrule[0.8pt] | |
| {all_row} | |
| \bottomrule[1.5pt] | |
| \end{{tabular}} | |
| \end{{table*}} | |
| """ | |
| open(OUT, "w").write(tex) | |
| print("wrote", OUT) | |