[
  {
    "label": "Definition 1.6.3",
    "concept": "prime number",
    "mathlib_ref": "Nat.Prime",
    "lean_code": null,
    "notes": "The definition in the book is consistent with Mathlib's definition of a prime number."
  },
  {
    "label": "Definition 1.6.8",
    "concept": "greatest common divisor (gcd) of two integers",
    "mathlib_ref": "Nat.gcd",
    "lean_code": null,
    "notes": "The definition in the book is consistent with Mathlib's definition of gcd for natural numbers, and can be extended to integers using `Int.gcd`."
  },
  {
    "label": "Definition 1.6.14",
    "concept": "relatively prime integers",
    "mathlib_ref": "Int.Coprime",
    "lean_code": null,
    "notes": "The definition in the book is consistent with Mathlib's definition of coprime integers."
  },
  {
    "label": "Definition 1.6.22",
    "concept": "greatest common divisor (gcd) of several integers",
    "mathlib_ref": "GCD.gcd",
    "lean_code": null,
    "notes": "The definition in the book is consistent with Mathlib's generalization of gcd to multiple integers."
  },
  {
    "label": "Definition 1.6.25",
    "concept": "pairwise relatively prime integers",
    "mathlib_ref": "Int.PairwiseCoprime",
    "lean_code": null,
    "notes": "The definition in the book is consistent with Mathlib's definition of pairwise coprime integers."
  }
]