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"schema_version": 1,
"title": "Reproduction: Softmax as Linear Attention in the Large-Prompt Regime: a Measure-based Perspective",
"emoji": "🎯",
"space_id": "SabaPivot/repro-softmax-linear-attention",
"paper": {
"openreview_id": "MvuCgK0Qns"
},
"tags": [
"icml2026-repro",
"paper-MvuCgK0Qns"
],
"updated_at": "2026-07-16T14:49:03+00:00",
"root": {
"slug": "index",
"title": "Reproduction: Softmax as Linear Attention in the Large-Prompt Regime: a Measure-based Perspective",
"file": "pages/index.md",
"children": [
{
"slug": "executive-summary",
"title": "Executive summary",
"file": "pages/executive-summary/page.md",
"children": []
},
{
"slug": "claim-1-finite-prompt-concentration-prop-3-1",
"title": "Claim 1: Finite-prompt concentration (Prop 3.1)",
"file": "pages/claim-1-finite-prompt-concentration-prop-3-1/page.md",
"children": []
},
{
"slug": "claim-2-gradient-concentration-prop-3-4",
"title": "Claim 2: Gradient concentration (Prop 3.4)",
"file": "pages/claim-2-gradient-concentration-prop-3-4/page.md",
"children": []
},
{
"slug": "claim-3-infinite-prompt-softmax-is-affine-lemma-2-1",
"title": "Claim 3: Infinite-prompt softmax is affine (Lemma 2.1)",
"file": "pages/claim-3-infinite-prompt-softmax-is-affine-lemma-2-1/page.md",
"children": []
},
{
"slug": "claim-4-risk-transfer-under-gradient-flow-thm-4-3",
"title": "Claim 4: Risk transfer under gradient flow (Thm 4.3)",
"file": "pages/claim-4-risk-transfer-under-gradient-flow-thm-4-3/page.md",
"children": []
},
{
"slug": "claim-5-bayes-optimal-anisotropic-icl-thm-5-1",
"title": "Claim 5: Bayes-optimal anisotropic ICL (Thm 5.1)",
"file": "pages/claim-5-bayes-optimal-anisotropic-icl-thm-5-1/page.md",
"children": []
},
{
"slug": "conclusion",
"title": "Conclusion",
"file": "pages/conclusion/page.md",
"children": []
}
]
},
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"revision": "1784213343170298004"
}
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