{
  "id": "bkw-quantization-regev",
  "categoryId": "bkw-regev",
  "paperId": "paper-e014be9a6925",
  "year": 2015,
  "date": "2015-06-08",
  "time": {
    "coefficient": 0.9299,
    "expression": "2^{0.9299 n + o(n)}"
  },
  "space": {
    "coefficient": null,
    "expression": ""
  },
  "tags": [
    "classical",
    "heuristic",
    "LWE",
    "BKW",
    "Regev regime",
    "unlimited samples",
    "unstructured"
  ],
  "review": {
    "status": "source-checked"
  },
  "certificate": {
    "status": "not-provided",
    "lean": null
  },
  "notes": "CRYPTO 2015. Rounded Regev specialization of progressive quantization; the asymptotic coefficient is (1/2 + 2 ln(4/3))⁻¹. This is an abundant-sample row, not the separate bounded-error subexponential theorem.",
  "extra": {
    "samples": "2^{Θ(n)} fresh classical equations",
    "model": "Assumptions of the cited BKW/list analysis",
    "schedule": "Progressive quantization",
    "access": "Classical tables"
  }
}