ScalingStacks

Proof (0HQV)

Source history

Lurie, Jacob

Detailed backend records are private. Public author/source status appears above.

The permanent identity and original source provenance are retained below.

{
  "key": "work:W000049:pdf:112b145a95a62daefb8275851cac9ab6430004cfc8f751a33a8d981fd7ad68c3:page:1407:bbox:90.0,343.735,558.024,358.958",
  "first_source_version": "2017-09-18",
  "chapter": "work-w000049",
  "work": "W000049",
  "kind": "Proof",
  "number": "",
  "title": "Proof. Let π! : X →S and ψ∗: S/π!1 →X be as in Proposition A.1.11. According to Theorem",
  "source_version": "2017-09-18",
  "source": {
    "pdf_sha256": "112b145a95a62daefb8275851cac9ab6430004cfc8f751a33a8d981fd7ad68c3",
    "page": 1407,
    "bbox": [
      90.0,
      343.735,
      558.024,
      358.958
    ]
  },
  "target": "/chapters/work-w000049.html",
  "identity_basis": "pinned original PDF hash and exact page/bbox; never display number",
  "status": "active"
}

Original mathematics by the credited authors. Source collection and HTML conversion remain in progress.