{ "schema_version": 1, "title": "Repro - An Odd Estimator for Shapley Values", "emoji": "🎯", "space_id": "amkkk/xILwgiWAUk", "paper": { "arxiv_id": "2602.01399" }, "tags": [ "icml2026-repro", "paper-xILwgiWAUk" ], "updated_at": "2026-07-17T04:18:09+00:00", "root": { "slug": "index", "title": "Repro - An Odd Estimator for Shapley Values", "file": "pages/index.md", "children": [ { "slug": "oddshap-repro", "title": "oddshap-repro", "file": "pages/oddshap-repro/page.md", "children": [] }, { "slug": "claim-1-observation-3-1-odd-component-suffices", "title": "Claim 1: Observation 3.1 - odd component suffices", "file": "pages/claim-1-observation-3-1-odd-component-suffices/page.md", "children": [] }, { "slug": "claim-2-theorem-3-2-paired-sampling-separation", "title": "Claim 2: Theorem 3.2 - paired sampling separation", "file": "pages/claim-2-theorem-3-2-paired-sampling-separation/page.md", "children": [] }, { "slug": "claim-3-theorem-3-5-fourier-regression-recovery", "title": "Claim 3: Theorem 3.5 - Fourier regression recovery", "file": "pages/claim-3-theorem-3-5-fourier-regression-recovery/page.md", "children": [] }, { "slug": "claim-4-table-1-eight-estimators-and-eight-benchmarks", "title": "Claim 4: Table 1 - eight estimators and eight benchmarks", "file": "pages/claim-4-table-1-eight-estimators-and-eight-benchmarks/page.md", "children": [] }, { "slug": "claim-5-tabular-error-reduction-vs-leverageshap", "title": "Claim 5: Tabular error reduction vs LeverageSHAP", "file": "pages/claim-5-tabular-error-reduction-vs-leverageshap/page.md", "children": [] }, { "slug": "claim-6-figure-2-high-dimensional-budget-advantage", "title": "Claim 6: Figure 2 - high-dimensional budget advantage", "file": "pages/claim-6-figure-2-high-dimensional-budget-advantage/page.md", "children": [] }, { "slug": "conclusion", "title": "Conclusion", "file": "pages/conclusion/page.md", "children": [] } ] }, "agent_view_tokens": 3828, "revision": "1784261889780365300" }