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{ "title": "Networked Information Aggregation for Binary Classification", "arxiv_id": "2605.01082", "openreview_id": "mrtg4NmvAe" }
substantive
deterministic population sequential-logit simulation plus independent Monte Carlo lower-bound check
140
[ 4, 8, 12, 16, 24 ]
{ "samples_per_seed": 500000, "seeds": [ 11, 23, 37 ], "device": "cpu", "fit_log_excess_vs_log_p": { "slope": -0.9350206812289982, "intercept": -2.6686461943304782, "r2": 0.9968147767574095 } }
{ "max_agent_stationarity_abs": 1.0819462638311794e-8, "max_end_of_pass_off_relevant_l2": 0, "max_loss_decomposition_abs_error": 6.465142761424847e-10, "min_pinsker_slack": -7.200367990754695e-17 }
[ { "k": 4, "n_points": 3, "slope": -0.5878402635155259, "intercept": -3.009358647585332, "r2": 0.9986958337218635 }, { "k": 8, "n_points": 7, "slope": -0.6076749374430602, "intercept": -3.0013797439977976, "r2": 0.999417157745313 }, { "k": 12, "n_points": 11, ...
{ "all_points": { "slope": -0.9352501163874916, "intercept": -2.6695775957507704, "r2": 0.9968323922882505 }, "tail_p_ge_128": { "slope": -0.9977674521988302, "intercept": -2.287549895506178, "r2": 0.9999989096931335 }, "tail_p_excess_range": [ 0.10242379279748093, 0.1032825393...
{ "all_excess_below_theorem_bound": true, "max_excess_to_bound_ratio": 0.004337979502507641, "note": "The theorem bound is valid but loose on its own hard instance; this check does not establish worst-case tightness." }
{ "python": "3.11.15", "platform": "Linux-6.17.0-23-generic-x86_64-with-glibc2.39", "numpy": "2.4.3", "scipy": "1.17.1", "torch": "2.13.0+cu130", "cuda_available": false, "cuda_device": null }
8.304809

ICML 2026 #30204 reproduction artifacts

Artifacts for Networked Information Aggregation for Binary Classification (arXiv:2605.01082; OpenReview mrtg4NmvAe).

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  • icml-2026-30204-repro-bundle.tar.gz — complete 50-file reproduction bundle
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  • summary.json — authoritative aggregate numerical results
  • Evidence_Memo.md — claim-by-claim source and numerical audit
  • repro.py — deterministic population simulation and Monte Carlo cross-check

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